Final velocity and time of fall
The football of the preceeding exercise is released( from rest) at an altitude of 16.3m. Find its final velocity and time of fall.
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Discpver the geometrical concept or pi that in a non-Western civilization. Was it appropriated by Europe without appropriate credit? Did it arise 2in several places simultaneously? If so, why? Or, is there another way to think about this problem?
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Suggest: f : R----> R is continuous, a, b are functions from R to R and are differentiable on R. g(x) = integral of f(t)dt with upper limit = b(x) and lower limit = a(x) the problem is to determine a general formula for the derivative of g at x
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