Gravity and Weight: How Do They Compare on Different Planets?

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    Conceptual Weight
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The discussion focuses on comparing the weight of a 25kg object on Earth and Venus, where gravity is 8.8 m/s². The weight on Earth is calculated using the formula W = mg, resulting in a weight of 245 N. On Venus, the weight would be 220 N, indicating that Wvenus < Wearth. The angle of inclination and friction are mentioned but deemed irrelevant for the basic weight comparison. Understanding the relationship between gravity and weight is crucial for solving such problems.
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"weight" problem (conceptual)

Homework Statement


an object has a mass of 25kg on Earth. If the same object is moved to an inclined plane in Venus, where the acceleration due to gravity is 8.8m/s^2, how does its weight compare to when it was still on earth??

a. Wvenus > Wearth
b. Wvenus = Wearth
c. Wvenus < Wearth
d. it depends on the angle of inclination of the inclined plane in venus
e. it depends on the friction between the plane and the object

Homework Equations


W = mg

The Attempt at a Solution


i'm not sure whether the angle of inclination is to be used here

i think it's C :p not sure though
 
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What do you think? :smile:
 


i think it's C...?
 


Why? :smile:
 


ok last time i got in trouble for just giving an answer so i'll try my best not to give it away here. How do gravity and weight relate? w=mg . . . so what happens to weight after you you change gravity (on Earth its 9.8 and on venus its different), how are they related to one another? :)
 
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