Asked by Amy
Please help. What is the area of the region which is bounded by the x-axis and by the graph of y=(20(7-x)(x-3))/x^2. Thank you for any help.
Answers
Answered by
bobpursley
integrate from x=3 to 7
multipy it out, then you should have several integrals...
(7-x)(x-3)
7x+3x-x^2-21
int(10x/x^2 dx -x^2/x^2 dx -21/x^2dx)
10lnx -x +21/x all over limits, then multipy by 20
check that
multipy it out, then you should have several integrals...
(7-x)(x-3)
7x+3x-x^2-21
int(10x/x^2 dx -x^2/x^2 dx -21/x^2dx)
10lnx -x +21/x all over limits, then multipy by 20
check that
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