Exam 5: Gravity

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The equivalence principle can be best illustrated by ____.

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Why does the circular velocity of an Earth satellite depend on the distance from Earth's center?

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The equation for circular velocity is as follows:
        The equation for circular velocity is as follows:             The constant G is the gravitational constant that connects units of mass to units of gravitational force, M is the mass of the central body and r is the radius of the orbit in meters. Thus, the distance between the satellite and Earth's center impacts circular velocity.
The constant G is the gravitational constant that connects units of mass to units of gravitational force, M is the mass of the central body and r is the radius of the orbit in meters. Thus, the distance between the satellite and Earth's center impacts circular velocity.

Match the terms below with the appropriate description or definition.
States that observers cannot detect their uniform motion through space through internal tests
Special theory of relativity
The velocity required to break free of an astronomical body
General theory of relativity
States that a gravitational field is a curvature of space-time caused by the presence of mass
Mass
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Premises:
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States that observers cannot detect their uniform motion through space through internal tests
Special theory of relativity
The velocity required to break free of an astronomical body
General theory of relativity
States that a gravitational field is a curvature of space-time caused by the presence of mass
Mass
A measure of an object's mass along with its speed of rotation
Escape velocity
The amount of matter in a body
Natural motion
States that the force of gravity is inversely proportional to the square of the distance between two masses
Angular momentum
Occurs without force
Inertia
A measure of an object's amount of motion
Momentum
The resistance of matter to changes in motion
Closed orbit
Follows an elliptical path
Inverse square law
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How does gravity explain the presence of the tides we experience on Earth?

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The second postulate of special relativity states that the speed of light, when measured in a vacuum, is constant for all observers.

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Two objects in orbit around each other orbit their common center of mass.

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Spring tides occur during the new and full lunar phases.

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Newton's law of gravitational force states that ____.

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_______________ occur when tides caused by the Sun and Moon partially cancel out.

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The apogee of a(n) ____ orbit does not exist.

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Gravity obeys the inverse square law, which implies that the gravitational force of one body on another will be ____ times stronger at two meters than at six meters apart.

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Which statement expresses Newton's first law of motion?

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A satellite orbiting a planet at a distance  d  above its surface moves ________ an object orbiting a distance 2 d  above the surface.

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A ball is dropped from the top of a science building. After falling for three seconds, the speed of the ball would be _______________ m/s.

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Special relativity states the relationship between energy and mass as Special relativity states the relationship between energy and mass as   . .

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According to __________, _______________ motion occurs when natural motion has to be sustained by a force.

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Newtonian physics tells us that Kepler's second law is a result of the conservation of ____.

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Changing the direction of a moving body does not impact its velocity.

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Explain why the term acceleration is important to the first postulate of special relativity.

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In contradiction to the teachings of Aristotle, Galileo found that an object with no forces (and no friction) acting on it will ____.

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