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Evaluate the following integral. y=0 to y=5 and x=5y to x=0, cos(x^2)dxdy
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\[\int\limits_{0}^{5}\int\limits_{5y}^{0} f dx dy\]
the problem is the cos(x^2) ...there is no anti-derivative so im thinking there needs to be a change of limits but not sure what
you can solve for y=f(x)=cos(x^2)
yep, i think that x=0 to x=25 and y= x/5 to 5|dw:1336887290461:dw|
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