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triple integral x^2 given vertices
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\[\int\limits \int\limits \int\limits xyz\]the solid tetrahedron with vertices (0,0,0)(1,0,0)(1,1,0)(1,0,1)
dV
what?
ignore the first part, just the integral
you want\[\int\int\int xyzdV\]over the terahedron?
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yes
i drew it and i think it's bounded by x=1, y=0 but now I'm stuck
let me try to plot the points...
|dw:1332796287285:dw|these circles are the points...
draw in the shape:|dw:1332796535349:dw|I wrote the equation for each line now we need the general region D under the solid
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|dw:1332796769210:dw|(that is a separate drawing in of D in the xy-plane in the upper-left) same thing can be done on the z axis, so we have\[0\le y\le x\]\[0\le z\le x\]\[0\le x\le1\]which are our bounds can you take it from here?
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