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Find the volume of solid bounded by first octant and the plane x+y+z=1.
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That would be \[\int\limits_{0}^{1}\int\limits_{0}^{1}1-x-y \space dx \space dy\] Right?
looks good
Really? because when I calculate it, I got -1/2, which doesn't make sense...
sorry its not right
hmm, I rechecked and I now got 0. must have done it wrong on first try, but 0 still don't make sense...
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|dw:1398382384608:dw|
x : 0 -> 1 y : 0 -> -x+1
|dw:1398382461958:dw|
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