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Calculus II- Double Integral [see attachment] help solve with me please... show work
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\[\int\limits_{1}^{9}\frac{ x^2y^2 }{ 2 } dx\]
I'm unsure how to continue the problem, I may be over thinking it though...
I understand you have to evaluate the inner integral first, to get a value to put into for the outer integral.
\[\large \int\int\limits_R xy^2 \;dx\;dy\] So x is bound by 0 and 4, and y is bound by 1 and 9.\[\large \int\limits_1^9\int\limits_0^4 xy^2 \;dx\;dy\] Hmm did you integrate with respect to y already? I'm a little confused by your setup.
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