Mathematics: What’s the answer to this problem

Each cross section has a side length equal to the distance (parallel to the -axis) between the curves and , which is , and hence area of . The two curves intersect at and . Then the volume is equal to the integralThe integrand is even, sinceso we can make use of symmetry to simplify this toComputing the integral is trivial:...

What’s the answer to this problem - id11141368, Jaimsters

Ответ:

herchellann302

12.02.2021

Mathematics

247.265

Step-by-step explanation:

0,0(0 оценок)

Ответ:

danielahchf

15.08.2020

Mathematics

Each cross section has a side length equal to the distance (parallel to the -axis) between the curves y=1 and y=x^2 , which is 1-x^2 , and hence area of (1-x^2)^2 . The two curves intersect at x=-1 and x=1 . Then the volume is equal to the integral