Really stuck on a Gravitation Question

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The discussion revolves around calculating the minimum energy required to raise a 1.7e3 kg vehicle from the moon's surface to a height of 5.22e6 m using gravitational potential energy equations. The initial and final potential energy values were calculated, but the user struggled with the sign conventions and arrived at an incorrect answer. After further examination, it was noted that the correct energy difference between the final and initial states should yield 3.6e9 J. The user acknowledged potential confusion due to fatigue from prolonged study. The conversation highlights the importance of careful attention to detail in physics calculations.
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Homework Statement



What minimum energy is required to raise a 1.7e3 kg vehicle from the surface of the moon to a height of 5.22e6 m?

Homework Equations



Ep= -G(m1m2)/r

The Attempt at a Solution



Ep(initial)= -6.67e^-11(1.7e^3 x 7.35e^22)/1.74e^6 = -4789750000

Ep(final)= -6.67^-11(1.7e3 x 7.35e^22)/6.96e^6= -1197437500

I have tried subtracting the final by the initial, but I am not getting the correct answer of 3.6e^9 J.
 
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Hi grantP,

grantP said:

Homework Statement



What minimum energy is required to raise a 1.7e3 kg vehicle from the surface of the moon to a height of 5.22e6 m?

Homework Equations



Ep= -G(m1m2)/r

The Attempt at a Solution



Ep(initial)= -6.67e^-11(1.7e^3 x 7.35e^22)/1.74e^6 = -4789750000

Ep(final)= -6.67^-11(1.7e3 x 7.35e^22)/6.96e^6= -1197437500

I have tried subtracting the final by the initial, but I am not getting the correct answer of 3.6e^9 J.

What are you getting? It looks to me like if you do Ep(final) - Ep(initial) you do get 3.6 x 109J.
 
oh...hmmmm i must have mixed up my signs...and doing 4 straight hours of physics homework probably didnt help...looking back at it 4 hours later I was probabaly so delerious haha.

Well anyways thanks for the help on my threads.
 
Right, I understand completely about how too much work can make you start seeing things. Glad to help!
 
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