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If a bullet loses 1/nth of its velocity while passing through a plank,then no of planks required to stop the bullet is?
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mathematically....it just approaches zero but will never reach zero...it's like no matter how many times you take the half of numbers it will never become zero...
but the answer says n^2/2n-1
The energy loss per board is 1-((n-1)/n)^2 (Ke proportional to v^2) No of boards is reciprocal of that which gives your answer above.
i still say it's mathematically approaching zero but never zero :p
Well try it with some number of boards...
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Anyway, what is approaching zero? The velocity? Obviously the bullet does stop at some point.
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