Simple - Area between curves using SageMath

Anonymous
timer Asked: Mar 2nd, 2019

Question description

1. Plot y=􏰁 x/ sqrt(x^2+1) and y=(x−2)^2 on the same axes,then compute the area between them.

2. Find the area above y =|x| and below y=cos(x).

3. Find the number c between 0 and π/2 where the curves y = sin x and y = tan^2 x intersect.
Find the area between the curves over the interval [0,c].

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