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Solve Volume using Double integral: region bounded by z=4y and z=x^2+2y^2
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?thanks?
wrong thing obviously haha
convert the boundaries to polar coordinate
equal the Z1=Z2 and find your boundries and use cosx for x and sinx for y
ehh it that always the systematic way of doing it? or no and this is the chapter before polar... so i was trying to do without it
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okay
so you are guys still not in the polar coordinate yet
cause the intersection will create the disk on the xy plane.. we have gone over polars just it's before the chapter
set Z1=Z2 and you will find the x=is going to be x=square root of (2y^2-4y) and your Y=(0,4)
but what is the function you are integrating
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