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Answer :
Final answer:
Given the reduced gravity on the Moon, a golf ball swung with the same force as on Earth would travel farther due to the lower gravitational pull, so the correct option is c. More than 170 m.
Explanation:
If you can hit a golf ball 170 m on Earth and want to know how far you can hit it on the Moon, disregarding air resistance and assuming the same initial launching conditions for your swing, the distance you could potentially hit it would be different due to the Moon's gravity being about 1/6th of Earth's gravity.
On the Moon, acceleration due to gravity is 1.6 m/s² whereas on Earth it is approximately 9.8 m/s². This significant decrease would result in a golf ball traveling farther because the ball would be subject to less gravitational pull on the trajectory of its flight.
Let's draw on previous examples to support our answer. For instance, if an astronaut could jump six times higher on the Moon than on Earth owing to the lesser gravity, it’s reasonable to infer that a similar effect would occur for a golf ball launched under similar conditions. The astronaut's increased height is due to the lower pull of gravity, the same universal force that acts on the golf ball in flight.
Additionally, if we consider a comparison where objects fall more slowly on the Moon due to the reduced gravity, a golf ball would similarly be in flight for longer before touching the lunar surface compared to Earth. Consequently, given the same initial velocity and angle of your swing, the golf ball on the Moon would travel a greater distance.
This is because it would stay in the air longer before landing, similar to how an astronaut's jump or a thrown rock would reach greater heights or distances before returning to the lunar surface. The lack of atmospheric drag would also enhance this difference, leading to a farther distance than the initial 170 m on Earth. So, the correct option for the given question is 'more than 170 m'.
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