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nokia8650
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http://img338.imageshack.us/img338/193/33379676.th.jpg
See the image above. I am able to get to (where x = distance):
x = (1/2k)ln((g - k(V^2)(tan a )^2)/(g - kv^2))
If you let v = 0, and then multiply by mg, you find potential energy gained presumably - I don't understand why the question states the potential energy lost.
Obviously the 0.5(MV^2)*(tan a)^2 part of the expression is due to the lost of the kinetic energy, however for the other part of the expression I am struggling.
Thanks for any help in advance.
See the image above. I am able to get to (where x = distance):
x = (1/2k)ln((g - k(V^2)(tan a )^2)/(g - kv^2))
If you let v = 0, and then multiply by mg, you find potential energy gained presumably - I don't understand why the question states the potential energy lost.
Obviously the 0.5(MV^2)*(tan a)^2 part of the expression is due to the lost of the kinetic energy, however for the other part of the expression I am struggling.
Thanks for any help in advance.
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