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this seems like a good place to start.. A 200-lb cable is 100 ft long and hangs vertically from the top of a tall building. How much work is required to lift the cable to the top of the building? Use integral calculus
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well i think integral calculus will come into play when the weight of the cable is non-uniform i.e maybe function of distance.. otherwise this is a simple multipication problem as due to all terms constant,,integrating dosent come into play..
but it's in a calculus book o.O
here i have assumed speed of pulling to be constant..either make speed as a function of something..
Let, \( \lambda \) be your mass per unit length. |dw:1336729428622:dw|
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