(a) Graph y = √1 −x2. (b) Partitioning into how many intervals does insure that ∫1 2 −1 2 √1 −x2dx can be approx- imated
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(a) Graph y = √1 −x2. (b) Partitioning into how many intervals does insure that ∫1 2 −1 2 √1 −x2dx can be approx- imated
(a) Graph y = √1 −x2.(b) Partitioning into how many intervals does insure that ∫12−12√1 −x2dx can be approx-imated using Midpoint rule to within 0.01?(c) Then use technology to compute an approximation of A = ∫12−12√1 −x2dx accurateto within 0.01.(d) Finally calculate the number p =(A −√34). What number does 6p approximate?
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