z=9-x^3, y=-x^2+2, y=0, z=0, x is greater than and equal to 0.
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Originally Posted by asdf122345 z=9-x^3, y=-x^2+2, y=0, z=0, x is greater than and equal to 0. The definition of a triple integral is By following this we get,
Last edited by AllanCuz; Apr 22nd 2010 at 06:31 PM.
Where the radical x come from?
Originally Posted by asdf122345 Where the radical x come from? This gives our XY domain. To find our max value of x, set y=0. If you re-arrange such that Clearly, x is max when y=0.
So shouldn't it be radical 2 instead of radical x? Or am I thinking something wrong.
Originally Posted by asdf122345 So shouldn't it be radical 2 instead of radical x? Or am I thinking something wrong. Yeah, i just wrote it wrong. It's radical 2
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