Projectile Problem: Find Moon Gravity from 30m & 180m Hits

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To determine the moon's gravity based on the golf ball's distances, the problem utilizes the principles of projectile motion, where the same initial velocity is assumed for both Earth and the Moon. Given that the golf ball travels 30m on Earth and 180m on the Moon, the relationship between the distances and gravitational forces can be established. The time the projectile remains in the air and the horizontal distance traveled are critical factors in solving for the moon's gravity. By applying the equations of motion and the known values, the gravitational acceleration on the Moon can be calculated. The discussion emphasizes the need for clarity in understanding projectile motion dynamics to find the solution.
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Homework Statement


you hit a golf ball 180m on the moon, but on Earth you only hit it 30m. Assuming that everything is the same (swing, launch angle, etc..) find the gravity of the moon.


Homework Equations


a = -g (on earth)
Xe = 30m
Xm = 180m


The Attempt at a Solution



I really don't know where to tackle this problem from. I need assistance.
 
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