Inside A Freely Falling Elevator You Would Have No
Question: decrease
Answer: If Earth’s radius somehow increased with no change in mass, your weight would
A) increase also.
B) decrease.
C) stay the same.
Question: a component of gravitational force parallel to the plane soon acts on it
Answer:
Question: the constant g
Answer: The difference between Newton’s law as a proportion and an equation involves
A) the constant G.
B) the equal sign.
C) one being a vector and the other not.
D) magnitude and direction.
Question: increases
Answer: As two objects moving toward each other due to gravity get closer, the acceleration of each
A) decreases.
B) remains constant.
C) increases.
Question: none of the above
Answer: Two planets in space gravitationally attract each other. If both the masses and distances are doubled, the force between them is
A) one-quarter.
B) half as much.
C) twice as much.
D) four times as much.
E) none of the above
Question: A weight watcher who normally weighs 400 N stands on top of a very tall ladder so she is one Earth radius above Earth’s surface. How much is her weight there?
A) 0
B) 100 N
C) 200 N
D) 400 N
E) none of the above
Answer: 100N
Question: the normal force
Answer: If you jounce up and down on a bathroom scale, what varies on the scale reading is
A) mg.
B) the normal force.
C) both of these
D) neither of these
Question: all of the above
Answer: You can experience weight
A) standing on Earth’s surface.
B) in an accelerating elevator away from Earth.
C) in a rotating habitat in space.
D) all of the above
Question: weight is zero
Answer: Inside a freely-falling runaway elevator, your
A) acceleration is zero.
B) weight is zero.
C) gravitational interaction with Earth is zero.
D) all of the above
E) none of the above
Question: weight
Answer: Inside a freely-falling elevator, you would have no
A) gravitational force on you.
B) weight.
C) both of these
D) neither of these