08 Oct GMassof the larger objectMassof the smaller
Newton’s Law of Universal Gravitation is an equation:
Forcedue to Gravity=GMassof the larger objectMassof the smaller objectDistancebetween objects2
G is the gravitational constant. For today, just assume it is 1 and you can ignore it. You can do this because it is simply a number and doesn’t affect the relationship between the other values.
Let’s examine the Force (due to Gravity) between the Earth (the larger object) and the Moon (the smaller object.
- How would the Force (due to Gravity) between the Earth and the Moon change if the Moon were suddenly 2 times its current mass?
- Would the Force (due to Gravity) increase or decrease?
- By how many times?
- How much Force (due to Gravity) is there between the Earth and the Moon?
- How much Force (due to Gravity) does the Earth exert on the Moon? Fill in the blanks on this equation with words in order to answer this question.
Forcedue to Gravity=GMass_________________________Mass__________________Distance_______________________2
- How much Force due to Gravity does the Moon exert on the Earth? Fill in the blanks on this equation with words to answer this question.
Forcedue to Gravity=GMass_________________________Mass__________________Distance_______________________2
- How do these two compare?
The strength of the Force (due to Gravity) that the Earth exerts on the Moon
versus
The strength of the Force (due to Gravity) that the Moon exerts on the Earth
- Are they the same or different?
- Study the picture below. It is not to scale at all. This is a spacecraft travelling away from the Earth.
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