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integrate: (0 to 5) for y(sqrt(25 − (y^2)) − 5 + y)dy should i take u substitution? for u=25 − (y^2), but how do i get rid of the other y?
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\[\int\limits_{0}^{5}y \sqrt{25-y^2}-5+y)dy\] ?
Is that right?
If so I would split the integral into 3 parts And use the substitution you have
for the first integral
The second two integrals will be very easy
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As no substitution or tricks will be needed
After integrating Don't forget about your limits of course :)
thank you!!
i just looked into it and realized the whole equations is in a parenthesis with y common, what do i do with that?
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