California
Academic Content Standards Based Scope and Sequence for Middle
School Physical Sciences
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Questions
at the end of standards-based textbook readings and/or
activities cited in the right-hand column after each standard/benchmark
can be considered as potential standards based assessment questions
for quarter "mid-terms" or semester "end-of-term" finals.·
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YELLOW is used to draw attention to core
instructional vocabulary.
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BLUE is used to draw attention to instructional "experiences"
that students should have.
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GREEN is
used to draw attention to expected student opportunities (some
requiring the application student initiated metacognitive1 skills)
based on state framework suggestions.
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RED is used to draw attention to issues that
might affect the scope and sequence of how the standard based material
is presented.
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PINK is used to draw attentions to items that
can be used for "cross-curricular" integration of "Language
Arts" standard-based items.
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GRAY is used to draw attentions to items that
can be used for "cross-curricular" integration of "Mathematics"
standard-based items.
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Notations
like "Q 2" beside a standard
or benchmark mean that the standard or benchmark in question
will be covered
during the 2nd Quarter. L means late in the quarter
and E means early in the quarter.
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The "Content
Standard SummarySummary" and annotations after each
standard and benchmark are from the California
Science Framework (scroll through this document to the Middle
School Physical Science Standards)
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NE
or *- Considered a Non-Essential Standard/Benchmark (Standards
considered "essential" are
those that are included in the state
CST blueprint for a given subject area test)
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"(13%
- 8 items) " means that 13% or 8 questions on the NCLB
8th Grade Science CST have been written using framework descriptions
for
this standard and its benchmarks (Physcial
Science CST Blueprint, 2004).
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SE means
Pupil's Edition and TE means Teacher’s Edition.
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Resources
used:
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Course:
8th Grade Physical Science
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Text: Physical
Science (Prentice Hall, 2000)
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Criteria:
California Science Content
Standards for Middle School Physical
Science
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Introduction
to Middle School Physical Sciences |
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Students
in grade eight study topics in physical sciences, such as motion, forces,
and the structure of matter, by using a quantitative, mathematically based approach similar to the procedures they will use in high
school. Earth, the solar system, chemical reactions, the chemistry
of biological processes, the periodic table, and density and buoyancy are additional topics that will
be treated with increased mathematical rigor, again in anticipation
of high school courses. Students should begin to grasp four concepts
that help to unify physical sciences: force and energy; the laws of conservation; atoms, molecules, and the atomic theory; and kinetic theory. Those concepts serve as important
organizers that will be required as students continue to learn science.
Although much of the science called for in the standards is considered
“classical" physics and chemistry, it should provide a powerful basis
for understanding modern science and serve students as well as adults. Mastery of the eighth-grade physical sciences content
will greatly enhance the ability of students to succeed in high school
science classes. Modern molecular biology and earth sciences,
as well as chemistry and physics, require that students have a good understanding of the basics of physical
sciences.
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1st Content
Standard
Aristotle wrote that a force is required to keep a body moving.
Everyday experience seems to confirm this misconception. For two
thousand years Aristotle’s description of motion was accepted without
question. Then an experiment by Galileo resulted in the discovery
of friction. Galileo’s experimental approach to investigating Nature
helped to establish modern science and led to the invention of calculus
and Newton’s laws of motion. Four centuries after Galileo the knowledge
of motion enables scientists
to predict and control the paths of distant spacecraft with great
accuracy.
There are many types of motion: straight line, circular, back and forth, free
fall, projectile, orbital, and so on. This standard set
concerns itself with the motion of a body traveling either at a
constant speed or with a varying speed that is represented by an average value.
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Text
Page Numbers |
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Motion (13% - 8 items) -
Q 1
1. The velocity of an object is the rate
of change of its position.
As a basis for understanding
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- Q 1
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a. Students know position is defined
in relation to some choice of a standard reference point and a set of reference directions.
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Motion Forces,
and Energy SE/TE
Page(s); 16-17,18
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The position of a person or object must be described in relation to a
standard reference point. For example, the position of a bicycle
may be in front of the flagpole or behind the flagpole. The
flagpole is the reference point,
and in
front of and behind are the reference directions. A reference
point is usually called the origin, and position can be expressed as a
distance from the reference point together with a plus (+) or minus
(-) sign that may stand for in front of and behind, away from and toward,
right and left, or one of any other pair of convenient,
opposing directions from the reference point.
The idea of measuring positions, distances, and directions
in relation to a standard reference point may be introduced by using meter
sticks (or rulers). The students
are directed to call the 50 cm mark (or some other convenient mark)
the reference point. A position of -10 cm would be 10
cm to the left of the standard reference point; a position of +5 cm would be 5 cm to the right of the standard reference
point. The
teacher may call out various positive and negative position values,
and the students should point to that location on the ruler. In particular, students can experience the fact that although moving
in a positive direction (to the right) when going from -10 cm to -6 cm, they still end
up pointing to a spot that is to the left of the origin. Students
in grade eight should be able to track the motion of objects in a
two-dimensional (x,
y) coordinate system. For example, both x and y may represent distances
along the coordinate axes, or the value of y might represent the
distance traveled and x might represent elapsed
time.
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- Q 1
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b. Students
know that average speed is the total distance traveled divided by the total
time elapsed and that the speed of
an object along the path traveled can vary
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Motion Forces, and Energy SE/TE Page(s); 15, 21
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Speed
is how fast something is moving in relation to some
reference point without regard to the direction. It is calculated
by dividing the distance traveled by the elapsed time. In the next standard students should learn to use
the International System
of Units (a modernized version of the metric system) to measure distance in meters (m)
and time intervals in seconds (s). Thus a car traveling 120 kilometers in two hours is traveling at a speed of 60 km/hr.
(In everyday units speed is measured in miles per hour. In the school
laboratory it may be more convenient to use centimeters instead of
meters for measuring distances and seconds for measuring time; therefore,
speed would be expressed in centimeters per second [cm/s].) The speed
of a spacecraft may be measured by how long it takes to orbit Earth
and the length of that orbit. Sometimes the speed of an object remains
constant while it is being observed, but usually the speed of a vehicle
changes during a trip. Students should be taught to recognize that
the average speed of a vehicle is calculated by dividing the total
distance traveled by the length of time to complete the entire trip.
With several stops a trip of 100 miles from town A to town B may
take four hours. The average speed is 100 miles /4 hours = 25 miles
per hour (mph) even though at times the car may have had a speedometer
reading of 55 mph.
Students can measure the entire distance that a toy
vehicle or ball travels across the floor or tabletop after it is
released from the top of an inclined ramp (the standard reference point). They can also measure the time elapsed during the
trip. The average speed can
then be calculated by dividing the distance traveled (from the
standard reference point) by the elapsed time. More than one student
may be assigned to measure the times and distances so that duplicate
data sets are created. The teacher may explore with the students why the data sets are not exactly the same and help them evaluate the
accuracy and reproducibility of the experiment. The object’s
speed may be observed to change during the trip: it travels faster
down the ramp because of gravity and slows down as it travels across
the floor or tabletop because of friction. What is being calculated
by v =d/t (where v is
the average speed, d is the total distance traveled, and t is
the elapsed time) is the average speed for the entire trip as though the object were
to travel at a constant speed. Students may change one of the conditions, such as the height of the
ramp, to see how that affects the average speed. Or students do
not have to wait for the object to stop; they may measure the elapsed
time for the object to roll from the top of the ramp to any point
along the path, before the object stops, to obtain the average
speed between the measurement points.
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- Q 1
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c. Students know
how to solve problems involving distance, time,
and average speed.
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Motion Forces, and Energy SE/TE Page(s); 15, 20-21, 26-27,
29-31, 32-33, 50-51
Interactive Student Tutorial CD-ROM
CD-ROM M-1
Sound and Light SE/TE Page(s); 22-23, 45, 80
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Problems
related to this standard may be solved by using the traditional mathematics
formula: d = rt. The d represents the total distance traveled, r stands for rate (or speed) and represents either
the constant speed (if the speed is constant)
or average speed (if it varies), and t represents the time
taken for the trip. Given any two of these quantities, students
can calculate the third quantity: d =rt, t =d/r, r = d/t. Students may be given information involving d, r, or t for different segments of a real or hypothetical trip
and asked to use the formula d = rt to solve for the
missing information. To avoid confusion later, teachers may introduce the symbol v for speed instead of r once students are familiar
with this type of problem. (When the vector nature of velocity needs to be introduced, the v will be written
in boldfaced type, v, as will other vector quantities in the
framework.)
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- Q 1
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d. Students know
the velocity of an object must be described by
specifying both the direction and the speed of the object.
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Motion Forces, and Energy SE/TE Page(s); 22-24
Transparency Number(s); 1
Interactive Student Tutorial CD-ROM M-1
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The
word velocity has a special meaning in science.
An air traffic controller needs to know both the speed and the direction
of an aircraft (as well as its position), not just the speed. Measurable
quantities that require both the magnitude (sometimes the term size is
used) and direction are called vector quantities. Displacement, velocity, acceleration, and force are all vector quantities and will
be introduced in grade eight by using only one dimension or specified
pathway. An arrow pointing in the direction of motion usually represents
the velocity of an object. The length of the arrow is proportional to how fast the object is going (the
speed). Students demonstrate
mastery of this standard by knowing, without prompting, that they
must specify both speed and direction when asked to describe an object’s
velocity.
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- Q 1
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*e. Students
know changes in velocity may
be due to changes in speed, direction, or both.
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Motion Forces,
and Energy SE/TE
Page(s); 34-38
Exploring Physical
Science Video Disc Unit 3,, Side 1 Light as a Feather
Interactive Student
Tutorial CD-ROM M-1
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Since velocity is a vector quantity, the velocity of an object is determined by both the
speed and direction in which the object is traveling. Changing the
speed of an object changes its velocity; changing the direction in
which an object is traveling also changes the velocity. A change
in either speed or direction (or both) will, by definition, change
the velocity. (Although the term is not included in this standard
set, the rate at which velocity changes with time is called acceleration. When a car speeds up or slows down, it undergoes
acceleration. When a car rounds a curve maintaining the same speed,
it also undergoes acceleration because it changes direction.)
The important idea is that a change in the speed of the
object, the direction of the moving object, or both is a change in
velocity. Students may easily understand
that a change in the speed of an object causes a change in the velocity;
it may be less obvious to students that a change in the direction
of an object, with no change in the speed, also changes the velocity
of the object. Students need to recognize that spinning, curving
soccer balls, baseballs, or Ping-Pong balls may maintain a nearly constant speed through the air but change velocity because they change
direction. Of course, an object may undergo a change in velocity
in which both the direction and the speed change; for example, when
a driver applies the brakes while going around a curve.
In the next standard set, students will learn that changes in velocity are always
related to one or more forces acting on the object. Students learn
to find and identify forces and to determine the direction of each
force’s action. Being able to recognize velocity changes of magnitude
and direction is key to observing and characterizing forces.
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- Q 1
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*f. Students know how
to interpret graphs of
position versus time and graphs of speed versus time for motion
in a single direction.
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Motion Forces, and Energy SE/TE Page(s); 24-25, 26-27, 32-33,
38, 50-51
Interactive Student Tutorial CD-ROM M-1
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Students are required to apply the graphing skills they learned in lower
grades to the plotting and interpretation of
graphs of distance, location, and position (d ) versus time
(t) and of speed (v) versus time (t) for motion
in a single direction. A
major conceptual difference from the graphing skills learned in
mathematics is that the two axes will no longer be number lines
with no units. What must be explicitly addressed in dealing with
motion graphs is the plotting of locations in distance units (e.g.,
meters, centimeters, miles) on the vertical axis and plotting of
time in time units (seconds, minutes, hours) on the horizontal
axis.
In plotting position versus time, students should learn that the vertical
axis represents distances
away from an origin either in the positive (++) or negative (--)
direction. The horizontal
axis represents time. Every
data point lying on the horizontal axis is “at the origin" because its distance value is zero. Given a graph
of position versus time, students should be able to generate a
table and calculate average speeds for any time interval (v = d/t).
If the graph of position versus time is a straight line, the speed is constant;
students should be able to find the slope and
know that the slope of the line is numerically equal to the value
of the speed in units corresponding to the labels of the axes.
Students should know that a graph of speed versus time consisting of a horizontal
line represents an object traveling at a constant speed, and they
should be able to use d = rt to calculate the distance
(d ) traveled during a time interval (t).
Students should know that a graph of speed versus time that is not a
horizontal line indicates the speed is changing.
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2nd Content
Standard
The concept of force is central to the study of all natural
phenomena that involve some kind of interaction between two or more
objects regardless of whether visible motion occurs. For example,
architects and civil engineers want their structures to stand firm
against the forces of gravity,
wind, and earthquakes. On the other hand, automotive engineers need
to know how best to accelerate a car, brake it to a safe stop, and
smoothly change its direction. Students need to know that balanced forces keep an object from changing its velocity and that
changes in the velocities of objects are caused by unbalanced forces.
There are only four known fundamental forces: gravitational
forces, electromagnetic
forces, and two nuclear
forces known as the strong
and the weak forces. Gravitational force is the attraction
all objects with mass have for one another. The common experience
of gravity on Earth is only one example; the other forces of pushing and pulling are elastic forces caused by electromagnetic interactions between atoms and molecules being
pushed together or pulled apart. The large, repulsive electrical forces between the positively charged protons in the nucleus of an
atom are balanced against the stronger, attractive nuclear forces that hold the atom together.
Students learned in grade two that the way to change how
something is moving is to give it a push or a pull (e.g., apply a force). In grade four the study of magnets, compasses, and
static electricity gave students experience with electromagnetic
forces. In grade seven students learned about motion and forces,
which involved comparing bones, muscles, and joints in the body to
machines.
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Text
Page Numbers |
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Forces - (13%,
8 items) - Q 1, 2
2. Unbalanced forces cause changes in velocity.
As a basis for understanding this concept:
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- Q 1 - 2
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a. Students know a force has both direction and magnitude.
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Motion Forces, and Energy SE/TE Page(s); 43, 44-45
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Forces are pushes or pulls and, like velocity, are vector quantities described by the magnitude and
the direction of a force.
As noted in Standard 1.d, the direction
and strength of a force may be indicated graphically by using an
arrow. The length of the arrow is proportional to the strength
of the force, and the arrow points in the direction of the force’s
application. The simplest case to consider is that
of forces acting along one line, such as to the left or to the right.
These colinear forces act either in the positive
direction and are represented as positive quantities or in
the negative direction and are represented as
negative quantities.
A worthwhile activity is to have the students pull objects across level surfaces
to measure the
forces of friction .
Different surfaces, because of varying roughness or different types
of material, will exert different forces of friction on an object
being dragged across them. If an object is pulled at a constant
speed across a level surface, the force applied is just equal and
opposite to the force of friction. If the force applied is greater
than the force of friction, the object will slide easily. If the
force applied is less than the force of friction, the object will
drag. If the force applied is zero, the object will slow down and
stop more quickly under the influence of the force of friction
alone. Students can obtain
data by using a spring scale to measure the force and compare different objects on different surfaces.
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- Q 1 - 2
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*b. Students know when
an object is subject to two or more forces at once, the result is the
cumulative effect of all the forces.
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Motion Forces, and Energy SE/TE Page(s); 43, 45-47, 52-54
Interactive Student Tutorial CD-ROM M-2
Transparency Number(s); 2
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Forces acting on an object along the same line at the same
time are calculated by using algebra. For example, a force of 5 newtons acting in the positive direction (+5 N) and a force of 7 newtons acting in the negative direction
(-7 N) will result in an unbalanced force of 2 newtons acting in
the negative direction (-2 N). A force of one newton is close to the weight of half
a stick of butter or of a small apple. (In high school physics,
students will learn that forces acting at different angles on an
object can be broken down into components along the x-axis, y-axis,
and z-axis and that these components can also be calculated
algebraically.)
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- Q 1 - 2
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c.
Students know when the forces on an object are balanced,
the motion of the object does not change.
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Motion Forces, and Energy SE/TE Page(s); 43, 46-47
Exploring Physical Science Video
Disc Unit 3,, Side
1 Sir Isaac Newton
Transparency Number(s); 2
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When several forces act simultaneously on an object, they
may amount to zero, meaning there is no net force on the object and
the motion of the object does not change. For example, a force of
10 newtons acting to the right (+10 N) and a second force of 10 newtons
acting to the left (-10 N) amount to zero, meaning there will be
no change in the velocity of the object. Sometimes an object acted
on by balanced forces is at rest and
remains at rest. In a tug of war in
which opposing sides are pulling a rope with equal force, the rope
does not move.
Sometimes a moving object is acted on by balanced forces
and continues to move at the same velocity. For example, pushing a book straight across a table
at a constant velocity requires force. The book does not speed up,
slow down, or change direction; therefore, one must conclude a frictional
force is pushing back on the book. Many people have the misconception
that a force is necessary for an object to maintain a constant velocity;
they overlook the opposing force of friction. Identifying and analyzing
the forces acting on a sliding object by observing its velocity can
help students develop their
observation and analysis of frictional forces. If the motion
(or velocity) of an object
is not changing, one may conclude that all the forces must be balanced.
There are two equal and opposing vertical forces (weight down and table up) acting on the book as well
as two equal and opposing horizontal forces (sliding push and friction): a total of four
forces.
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- Q 1 - 2
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*d. Students
know how to identify separately the two or more forces that are acting
on a single static object,
including gravity, elastic
forces due to tension or compression in matter, and friction.
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Motion Forces, and Energy SE/TE Page(s); 43, 46-47
Exploring Physical Science Video
Disc Unit 3,, Side
1 Sir Isaac Newton
Transparency Number(s); 2
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The force of gravity pulls objects toward the center of
the earth. This force of gravity is commonly called the weight of the object. If an object is
dropped, the force of gravity alone causes the velocity of the object
to increase rapidly in the down direction. But when a single object
is at rest, such as a book
on a table, the table must be supplying a balancing upward force
(an elastic force of compression caused by the compacting of the
molecules of the table). When an object, such as a yo-yo, is observed hanging
motionless from a string, the string must be supplying a balancing
upward force an elastic force of tension as its molecules are stretched
apart. A student may push gently
on a book to move it horizontally across the table, but the book
does not move. The horizontal push cannot be the only acting force.
A second force pushes back to keep the book at rest. This opposing
force is the friction between the molecules in the surface of the
book and the surface of the table.
Resting a book on a meter stick spanning the gap between two student desks
usually causes the meter stick to sag, showing that the meter stick
flexes until the upward force from its elastic distortion is sufficient
to support the book. Resting a book on a soft, dry sponge or spring might also show how elastic
forces support the book against the downward pull of gravity.
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- Q 1 - 2
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e. Students know that
when the forces on an object are unbalanced, the object will change its velocity (that
is, it will speed up, slow down, or change direction). [ A change
in velocity is acceleration.]
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Motion Forces, and Energy SE/TE Page(s); 43, 45-47, 50-51
Transparency Number(s); 2
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When an unbalanced force acts on an object initially at
rest, the object moves in the direction of the applied force. If
an object is already in motion, for example, traveling to the right,
and an unbalanced force acts to the right, the object will speed
up. An object traveling to the right acted on by an unbalanced force
to the left will slow down; if the unbalanced force continues to
act, the object may slow to a stop and even begin to move faster
in the opposite direction. If an unbalanced force acts in a direction perpendicular to the direction the object is moving, the force will
deflect the object from its path, changing its direction but not
its speed along the curved path. Any force that acts in such a direction (for
example, the force of the road on the tires of a car) is called
a centripetal force. This force is directed
to the center of the orbit. Finally, unbalanced force acting at an angle to
the path may affect both the speed and the direction of the object. Students should be able to predict changes in velocity if forces are shown to
be acting on an object and be able to identify that an unbalanced
force is acting on an object if they observe
a change in its velocity.
Students may not be able to explain fully the cause of the unbalanced forces
acting on the baseball pitcher’s curve ball or on the path of a
spinning soccer ball, but they can state that there is a force acting perpendicular to the path of the ball.
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- Q 1 - 2
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f. Students know the
greater the mass of an object; the more force is needed to achieve the same rate
of change in motion.
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Motion Forces, and Energy SE/TE Page(s); 52-54, 55-59
Exploring Physical Science Video
Disc Unit 3,, Side
1 Amusement Park
Transparency Number(s); 3
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When the forces acting on an object are unbalanced, the velocity of the object
must change by increasing speed, decreasing speed, or altering direction.
This principle also means that if an object is observed to speed
up, slow down, or change direction, an unbalanced force must be acting
on it. The rate of change of velocity is called acceleration. At the high school level, students
will learn to solve problems by using Newton’s
second law of motion, which states that the acceleration of
an object is directly proportional to the force applied to the object
and inversely proportional to its mass. For now students should learn
to recognize acceleration (or deceleration) and should be able to
state the direction and relative magnitude of the force that is the
cause of the acceleration.
When an unbalanced force acts on an object, the velocity of the object can change slowly
or rapidly. How fast the velocity of the object changes, that is,
the rate of change in velocity with time (called acceleration), depends
on two things: the size of the unbalanced force acting on the object
and the mass of the object.
The larger the unbalanced force, the faster the velocity of the object
changes, but the greater the mass of the object, the slower the velocity
changes. Quantitatively, the acceleration of an object may be predicted
by dividing the net force acting on the object by the mass of the
object.
Often
high school students learn to solve
problems involving force without clearly relating the physical
circumstances to the word problem presented. It is important to teach students in grade eight to identify mass, velocity, acceleration,
and forces and to analyze how those factors relate to one another
in the physical system being studied. The ability to make qualitative predictions about what will happen next in these situations
is the key to successful problem solving that all scientists use
before starting a calculation. Once the correct qualitative prediction is envisioned, a numerical solution
is more likely to be correct. For example, students might be told that an opposing
force is applied to an object being pushed along the ground.
Given all the numbers needed to calculate the object’s final velocity, the
students should be able to predict correctly whether the object could
slow down, come to a stop, or even start moving backward before they
solve the problem numerically.
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- Q 1, 2
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*g. Students know the role of gravity in
forming and maintaining the shapes of planets, stars, and the solar
system.
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Astronomy SE/TE Page(s); 32-33, 53-54, 75,
78-79
Motion Forces, and Energy SE/TE Page(s); 60-61
Interactive Student Tutorial CD-ROM M-2
Transparency Number(s); 4
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Gravity, an attractive force between masses, is responsible
for forming the Sun, the planets, and the moons in the solar system
into their spherical shapes and for holding the system together.
It is also responsible for internal pressures in the Sun, Earth and other planets, and the atmosphere. Newton asked himself
whether the force that causes objects to fall to Earth could extend
to the Moon. Newton knew that the Moon should travel in a straight
line (getting farther and farther from Earth) unless a force was
acting on it to change its direction into a circular path.
He worked out the mathematics that convinced him that the force
between all massive objects is directly proportional to the product of their
masses and inversely proportional to
the square of the distance between their centers. This relationship
was then extended to explain the motion of Earth and other planets
about the Sun.
Initially, the universe consisted of light elements, such
as hydrogen, helium, and lithium, distributed in space. The attraction
of every particle of matter for every other particle of matter caused
the stars to form, making possible the “stuff" of the universe. As
gravity is the fundamental force responsible for the formation and
motion of stars and of the clusters of stars called galaxies, it
controls the size and shape of
the universe.
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3rd Content
Standard
There is no
disagreement about the importance of understanding the structure
of matter. Richard Feynman, a famous Nobel prize-winning physicist,
has said:
If, in some cataclysm, all scientific knowledge were to be destroyed
and only one sentence passed on to the next generation of creatures,
what statement would contain the most information in the fewest words?
I believe it is the atomic hypothesis (or atomic fact, or whatever
you wish to call it) that all things are made of atoms. little particles
that move around in perpetual motion attracting each other when they
are a little distance apart, but repelling upon being squeezed into
one another.
Teachers should assess students’ knowledge prior to instruction of this topic,
as the atomic theory of matter may be very challenging to them. Students are expected to recall terms
and definitions from earlier introductions to the concepts of atoms,
molecules, and elements. Instruction
should provide empirical evidence for the atomic theory, which will
be useful for understanding science and crucial to the study of chemistry.
When students learn about the structure of matter, teachers
should emphasize that the historical evidence for atoms was based
largely on indirect measurements and inferences far removed from
direct experience. Recently, instruments have been built
that produce images of individual atoms, confirming what was inferred
earlier as a result of overwhelming evidence from many scientific
experiments. Most scientists come to know the atomic theory is
true by repeatedly using the concepts and principles presented
in the theory to explain observed properties and predict changes
in matter.
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Text
Page Numbers
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Structure of Matter (
15% - 9 items) - Q 1E, 3, 4E
3. Each of the more than 100 elements
of matter has distinct properties and a distinct atomic structure.
All forms of matter are composed of one or more of the elements. As
a basis for understanding this concept:
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- Q 1- 4
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a. Students know the structure of the atom and
know it is composed of protons, neutrons,
and electrons.
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Chemical Building Blocks SE/TE Page(s); 29-31, 32-33, 78-79
Transparency Number(s); 10
Chemical Interactions SE/TE Page(s); 50-54
Transparency Number(s); 7
Interactive Student Tutorial CD-ROM L-2
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Shortly after British physicist Ernest Rutherford inferred
the existence of atomic nuclei, the general idea emerged that atoms
are mostly empty space with a tiny, massive nucleus at the center
containing positively charged protons and neutral neutrons. This
nucleus is surrounded by tiny, negatively charged electrons, each
with about 1/2,000 the mass of a proton or neutron. Danish physicist
Niels Bohr developed a model of the hydrogen atom to explain its visible spectrum.
At the high school level, the chemistry standards require students
to know the historical importance of this model. Bohr’s model succeeded
in predicting the spectrum of light emitted by hydrogen atoms and
is therefore the acknowledged starting point for understanding atomic
structure. However, Bohr’s “solar" model of the atom, diagrammed
in most textbooks as showing electrons in circular orbits about the
nucleus, is oversimplified. Rather than try to describe how the electrons
in an atom are moving, teachers are better advised to help students develop a model of the atom in
which each electron has definite energy. Students should know that
the energy of each electron in an atom keeps it in motion around
the positive nucleus to which it is attracted. The structure of multi-electron
atoms is understood in terms of electrons filling energy levels that define orbitals.
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- Q 3
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b. Students
know that compounds are formed by combining two or
more different elements and that compounds have properties that
are different from their constituent elements.
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Chemical Building Blocks SE/TE Page(s); 20-21
Interactive Student Tutorial CD-ROM K-1
Chemical Interactions SE/TE Page(s); 17-18, 19, 22, 23,
49, 59-60, 61-64, 65-69
Exploring Physical Science Video
Disc Unit 2,, Side
2 Ionic Bonding
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The word combining implies bonding. Understanding the concepts of ionic and covalent bonding helps explain why some elements combine
to form compounds and some do not. Atoms of different elements combine
to form compounds; a compound may, and usually does, have chemical
characteristics and physical properties that are different from those
of its constituent elements. Examples and generalizations may be
drawn from ionic compounds formed of metals and nonmetals and covalently bonded, organic
compounds formed from carbon and other elements.
Students
often learn to manipulate chemical equations without having a picture in their minds
of physical reality at the atomic level. The ability to create such
a picture is a useful skill that helps students keep track of all
the atoms in the process. For example,
using models or drawing pictures of the atoms and molecules in the
reactants can visualize the reaction of methane and oxygen to form
carbon dioxide and water. These molecules can then be rearranged
into new products. (Make sure that all the atoms in the starting reactants are accounted for in the new products.) Instruction in this standard will help students
understand that compounds are collections of two or more different
kinds of atoms that are bonded together. Knowing exactly how
the atoms are organized to form a molecule is not essential.
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- Q 3
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Chemical Building Blocks SE/TE Page(s); 45-46, 112-114, 118-124
Transparency Number(s); 14, 15, 16, 17
Chemical Interactions SE/TE Page(s); 61, 63, 72-74
Transparency Number(s); 10
Interactive Student Tutorial CD-ROM L-2
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Crystals of table salt, the compound NaCl, have a regular, cubic structure in
which sodium (Na+) ions alternate
with chlorine (Cl-) ions in three-dimensional array with the atoms at the corner of cubes forming
the lattice. In organic polymers,
the carbon, hydrogen, sometimes oxygen, and nitrogen atoms combine
to form long, repetitive, string like molecules.
Inexpensive
models of molecules may be made by using colored gumdrops (held together
by toothpicks) to represent molecules. Students identify the
atoms that constitute the molecules by using a color-coded key relating
the color of the gumdrop to an atom of an element. They learn that
the shape of a molecule is important to its chemical and
physical properties. At the high school level, students will
be introduced to the idea that shape is determined mainly by the electron
configuration that provides the most energy-stable system.
Students can also grow crystals from a solution and should understand that this process leads to the building
up of atoms into a lattice. Students may begin the process by dissolving
an excess of sodium chloride, sugar, or Epsom salts in water. Then
they hang a string in the water and store the container in a place
where it will be undisturbed while the water evaporates. Crystals
will form on the string. Putting a small (seed) crystal tied to
a piece of thread in the solution will accelerate the growth process.
Books and kits (including chemicals, glassware, and instructions)
on crystal growing are available commercially. Students can watch crystals
grow on slides under a microscope.
Some crystals display vivid colors when viewed between crossed
sheets of polarizing material.
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- Q 3
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d. Students know the states of matter (solid,
liquid, gas) depend on molecular motion.
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Chemical Building Blocks SE/TE Page(s); 43, 44-48, 49-52
Exploring Physical Science Video
Disc Unit 1,, Side
1 Viscosity Derby
Transparency Number(s); 1, 2, 3
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All atoms, and subsequently all molecules, are in constant
motion. For any given substance the relative freedom of motion of
its atoms or molecules increases from solids to liquids to gases.
When a thermometer is inserted into a substance and the temperature is measured, the average atomic
or molecular energy of motion is
being measured. The state of matter of a given substance therefore
depends on the balance between the internal forces that would restrain
the motion of the atoms or molecules and the random motions that
are in opposition to those restraints.
The change in phases is evidence of various degrees of
atomic and molecular motion. The conditions of temperature and pressure
under which most materials change from solid to liquid or liquid
to vapor (gas) or gas to
plasma have been measured. Those properties are difficult to predict
but are highly reproducible for different samples of the same material
and can be used to identify substances. Some substances will go from
solid to gas directly at one atmosphere pressure. Dry ice, which
is frozen carbon dioxide, is an example. Chemistry handbooks contain
the melting points (or freezing points) and boiling points (or condensation
temperatures) of most materials usually under one atmosphere pressure.
If the pressure is not one atmosphere, those temperatures change. Some substances
have more than one stable solid phase at room temperature. Graphite,
with its soft black texture and its hard, clear crystalline diamond atomic structure, represents
the two solid phases of elemental carbon.
Water is another example of a substance
that undergoes a change in atomic and molecular motion under extreme
conditions of temperature and pressure. At one atmosphere pressure,
ice forms when water is cooled below zero degrees Celsius (or
32 degrees Fahrenheit). Above
the freezing point the average molecular energy of motion of the
water molecules is just enough to overcome the attractive forces
between the molecules. The water molecules thereby avoid being locked
in place and remain liquid. At and below the freezing point, the
water molecules become the solid, crystalline material called ice.
When liquid water is heated to temperatures of 100 degrees Celsius,
molecular motion increases until large groups of water molecules
overcome the attractive forces between the molecules. At this point
those energetic molecules form bubbles of steam, which are bubbles
of gas made not of air but of water. The process in which bubbles
of water vapor escape from liquid water is called boiling. Continued heating will change
the liquid water entirely into vapor instead of raising the temperature
of the water above 100 degrees Celsius.
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- Q 3
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*e. Students know that in solids the
atoms are closely locked in position and can only vibrate; in liquids
the atoms and molecules are more loosely connected and can collide
with and move past one another; and in gases the atoms and molecules
are free to move independently, colliding frequently.
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Chemical Building Blocks SE/TE Page(s); 43, 44-48, 49-52
Exploring Physical Science Video
Disc Unit 1,, Side
1 Viscosity Derby
Transparency Number(s); 1, 2, 3
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The atoms or molecules of a solid form a pattern that minimizes the structural
energy of the solid consistent with the way in which the atoms or
molecules attract at long distances but repel at short distances.
The atoms or molecules vibrate about their equilibrium positions in this pattern. When raised above the
melting temperature, the atoms or molecules acquire enough energy
to slide past one another so that the material, now a liquid, can
flow; the density of the
liquid remains very close to that of the solid, demonstrating that
in a solid or a liquid the atoms stay at about the same average distance.
If a single atom or molecule acquires enough energy,
however, it can pull away from its neighbors and escape to become
a molecule of a gas. Gas molecules move about freely and collide
randomly with the walls of a container and with each other. The distance between molecules in a gas is much larger than that in a solid or
a liquid, and this point may be emphasized when students study density.
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- Q 3
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f. Students know how to use the periodic table to
identify elements in simple compounds
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Chemical Building Blocks SE/TE Page(s); 76-80, 80-81, 82
Chemical Interactions SE/TE Page(s); 55-56
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The periodic
table of elements is arranged horizontally in order of increasing atomic number (number of protons) and vertically in columns of elements with
similar chemical properties. Students should learn to use the periodic
table as a quick reference for associating the name and symbol of
an element in compounds and ions. They should be able to find the
atomic number and atomic weight of
the element listed on the table. The periodic table is both a tool
and an organized arrangement of the elements that reveals the underlying
atomic structure of the atoms. This standard focuses on the table
as a tool.
Every field of science uses the periodic table, and various
forms of it exist. Astrophysicists may have a table that includes
elemental abundances in the solar system. Physicists and engineers
may use tables that include boiling and melting points or thermal and electrical conductivity of the elements. Chemists have
tables that show the electron structures of the element. Students
should be encouraged to refer to the periodic table as they study
the properties of matter and learn about the atomic model.
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4th Content
Standard Students in
grade eight are ready to tackle the larger picture of galaxies and
astronomical distances. They are ready to study stars compared with
and contrasted to the Sun and to learn in greater detail about the planets and other objects in the solar system.
High school studies of earth sciences will include the dimension
of time along with three-dimensional space in the study of astronomy.
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Text
Page Numbers
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Earth
in the Solar System (Earth Science) ( 12% - 7 items) -
Q 3l - 4
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- Q 3l - 4
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a. Students know galaxies
are clusters of billions of stars and may have different shapes.
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Astronomy SE/TE Page(s); 117-118, 119-120
Interactive Student Tutorial CD-ROM J-3
Transparency Number(s); 15
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Stars are not uniformly distributed throughout the universe
but are clustered by the billions in galaxies. Some of the fuzzy points of light in
the sky that were originally thought to be stars are
now known to be distant galaxies. Galaxies themselves appear to form
clusters that are separated by vast expanses of empty space. As galaxies are discovered they are classified by their differing sizes
and shapes. The most common shapes are spiral, elliptical, and irregular. Beautiful, full-color photographs of astronomical
objects are available on the Internet, in library books, and in popular
and professional journals. It may also interest students to
know that astronomers have inferred the existence of planets orbiting
some stars.
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- Q 3l - 4
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b. Students know that the Sun is one of many stars
in the Milky Way galaxy and that
stars may differ in size, temperature, and color.
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Astronomy SE/TE Page(s); 105-109, 112-115
Exploring Earth Science Video Disc
Unit 1,, Side
1 Star Light, Star Bright
Transparency Number(s); 13, 14
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The Sun is a star located on the rim of a typical spiral
galaxy called the Milky Way and orbits the galactic center. In similar spiral galaxies this galactic
center appears as a bulge of stars in the heart of the disk. The
bright band of stars cutting across the night sky is the edge of
the Milky Way as seen from the perspective of Earth, which lies within
the disk of the galaxy. Stars vary greatly in size, temperature,
and color. For the most part those variations are related to the
stars’ life cycles. Light from the Sun and other stars indicates
that the Sun is a fairly typical star. It has a mass of about 2 x
1030 kg and an energy output, or luminosity, of about 4 x 1026 joules/sec.
The surface temperature of the Sun is approximately 5,500 degrees
Celsius, and the radius of the Sun is about 700 million meters. The
surface temperature determines the yellow color of the light shining
from the Sun. Red stars have cooler surface temperatures, and blue
stars have hotter surface temperatures. To
connect the surface temperature to the color of the Sun or of other
stars, teachers should obtain a “black-body" temperature spectrum
chart, which is typically found in high school and college textbooks.
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- Q 3l - 4
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* c. Students know how to use astronomical
units and light years as
measures of distances between the Sun, stars, and Earth.
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Astronomy SE/TE Page(s); 103-105, 110-111
Transparency
Number(s); 12
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Distances between astronomical objects are enormous. Measurement
units such as centimeters, meters, and kilometers used in the laboratory or on field trips are not useful
for expressing those distances. Consequently, astronomers use other units to describe large
distances. The astronomical unit (AU) is defined to be equal to the average
distance from Earth to the Sun: 1 AU - 1.496 x 1011 meters. Distances between planets of the solar system
are usually expressed in AU. For distances between stars and galaxies,
even that large unit of length is not sufficient. Interstellar and
intergalactic distances are expressed in terms of how far light travels
in one year, the light year (ly): 1 ly - 9.462 x 1016 meters, or approximately 6 trillion miles. The most distant
objects observed in the universe are estimated to be 10 to 15 billion
light years from the solar system. Teachers
need to help students become familiar with AU’s by expressing the
distance from the Sun to the planets in AU’s instead of meters or
miles. A good way to become familiar with the relative distances
of the planets from the Sun is to lay out the solar system to scale
on a length of cash register tape.
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- Q 3l - 4
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d. Students
know that stars are the source
of light for all bright objects in
outer space and that the Moon and planets shine by reflected sunlight, not by their own light.
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Astronomy SE/TE Page(s); 25-27, 28-29, 30-31,
56-60, 103
Transparency Number(s); 2, 3, 4
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The energy from the Sun and other stars, seen as visible
light, is caused by nuclear fusion reactions that occur deep inside the stars’ cores. By carefully
analyzing the spectrum of light from stars, scientists know that most stars are
composed primarily of hydrogen, a smaller amount of helium, and much smaller amounts of all the
other chemical elements. Most stars are born from the gravitational
compression and heating of hydrogen gas. A fusion reaction
results when hydrogen nuclei combine to form helium nuclei. This
event releases energy and establishes a balance between the inward
pull of gravity and the outward pressure of the fusion reaction products. Ancient peoples observed that some objects in the night
sky wandered about while other objects maintained fixed positions
in relation to one another (i.e., the constellations). Those “wanderers" are the planets. Through careful observations of
the planets’ movements, scientists found that planets travel in nearly
circular (slightly elliptical)
orbits about the Sun. Planets (and the Moon) do not generate
the light that makes them visible, a fact that is demonstrated during
eclipses of the Moon or by observation of the phases of the Moon
and planets when a portion is shaded from the direct light of the
Sun. Various types of exploratory missions have yielded much
information about the reflectivity, structure, and composition of
the Moon and the planets. Those missions have included spacecraft
flying by and orbiting those bodies, the soft landing of spacecraft
fitted with instruments, and, of course, the visits of astronauts
to the Moon.
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- Q 3l - 4
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*e. Students know the
appearance, general composition, relative position and size, and motion
of objects in the solar system, including planets, planetary satellites, comets, and asteroids.
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Astronomy SE/TE Page(s); 13, 14-18, 19-22,
23-24, 49, 62-69, 70-77, 80-83
Transparency Number(s); 8, 9
Interactive Student Tutorial CD-ROM J-2
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Nine planets are currently known in the solar system: Mercury,
Venus, Earth, Mars, Jupiter, Saturn, Uranus, Neptune, and Pluto.
They vary greatly in size and appearance. For example, the mass of
Earth is 6 x 1024 kg and the radius is 6.4 x 106 m. Jupiter has more than 300 times the mass of Earth,
and the radius is ten times larger. The planets also drastically
vary in their distance from the Sun, period of revolution about the
Sun, period of rotation about their own axis, tilt of their axis,
composition, and appearance. The inner planets (Mercury, Venus, Earth,
and Mars) tend to be relatively small and are composed primarily
of rock. The outer planets (Jupiter, Saturn, Uranus, and Neptune)
are generally much larger and are composed primarily of gas. Pluto
is composed primarily of rock and is the smallest planet in the solar
system. All the planets are much smaller than the Sun. All objects
are attracted toward one another gravitationally, and the strength
of the gravitational force between them
depends on their masses and the distance that separates them from
one another and from the Sun. Before Newton formulated his laws of
motion and the law of universal gravitational attraction, German
astronomer Johannes Kepler deduced from astronomical observations
three laws (Kepler’s laws) that describe the motions
of the planets. Planets have smaller objects orbiting them called satellites or moons. Earth
has one moon that completes an orbit once every 28 days (approximately).
Mercury and Venus have no moons, but Jupiter and Saturn have many
moons. Very small objects composed mostly of rock (asteroids) or the ice from condensed gases
(comets) or both also orbit
the Sun. The orbits of many asteroids are relatively circular and
lie between the orbital paths of Mars and Jupiter (the asteroid belt).
Some asteroids and all comets have highly elliptical orbits, causing
them to range great distances from very close to the Sun to well
beyond the orbit of Pluto. Teachers should look for field trip opportunities
for students to observe the night sky from an astronomical
observatory or with the aid of a local astronomical society. A
visit to a planetarium would be another way of observing the sky.
If feasible, teachers should have students observe the motion of Jupiter’s inner moons as well as the
phases of Venus. Using resources in the library-media center, students
can research related
topics of interest.
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