ich student correctly identifies why your weight would change if you stood on a planet having a ss four times that of Earth's mass, and a radius two times that of Earth's radius?

The Solar System
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ISBN:9781305804562
Author:Seeds
Publisher:Seeds
Chapter5: Gravity
Section: Chapter Questions
Problem 11P
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Which student correctly identifies why your weight would change if you stood on a planet having a
mass four times that of Earth's mass, and a radius two times that of Earth's radius?
1)
Student C you would weigh the same amount because the mass of effects gravitational
force indirectly, but the distance between two bodies affects gravity with an inverse square
relationship.
2)
Student B states you would weigh the more because the mass of effects gravitational force
directly, but the distance between two bodies affects gravity with an inverse square
relationship.
3)
Student D you would weigh more because the mass of effects gravitational force indirectly,
but the distance between two bodies affects gravity with an inverse square relationship.
4)
Student A states that you would weigh the same amount because the mass of effects
gravitational force directly, but the distance between two bodies affects gravity with an
inverse square relationship.
Transcribed Image Text:Which student correctly identifies why your weight would change if you stood on a planet having a mass four times that of Earth's mass, and a radius two times that of Earth's radius? 1) Student C you would weigh the same amount because the mass of effects gravitational force indirectly, but the distance between two bodies affects gravity with an inverse square relationship. 2) Student B states you would weigh the more because the mass of effects gravitational force directly, but the distance between two bodies affects gravity with an inverse square relationship. 3) Student D you would weigh more because the mass of effects gravitational force indirectly, but the distance between two bodies affects gravity with an inverse square relationship. 4) Student A states that you would weigh the same amount because the mass of effects gravitational force directly, but the distance between two bodies affects gravity with an inverse square relationship.
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