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We have: \[\int_0^1 \int_{3y^2}^{4-y^2}\int_{-\sqrt{z-3y^2}}^{\sqrt{z-3y^2}} dxdzdy\] Task: change the order of integral to dxdydz
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\( \large \int_0^1 \int_{3y^2}^{4-y^2}f(y,z)dzdy\) does this simplify things ? region between 2 parabolas...
I tried, but failed :(
plot z=y^2 z = 4-y^2 on same plane taking y as vertical and z as horizontal
z=3y^2
Hold on! I think I catch my mistake, just a minute!
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*staring at the screen*
|dw:1384080595175:dw|
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