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Will award medal @ganeshie8 Evaluate the integral int_{R}4xydA Where R is the triangle 7x+y=7, x>=0,y>=0
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\[\int\limits_{R}4xydA\]
i am having trouble with the bounds of integration
draw the line 7x+y =7 on the graph
i know they both have to start at zzero
|dw:1418057775012:dw|
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\[\int\limits_{0}^{1} \int\limits_{0}^{7} 4xydydx\]
or \[\int\limits_{0}^{1}\int\limits_{7}^{0}4xydydx\]
neither :) the bounds for y would be in terms of x .. important to plot the line first to get a better understanding..
|dw:1418057936516:dw|
so my outside integral is right? but my y values are wrong?
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yes, now since we have dy first \((dy dx)\) we shade region with VERTICAL lines |dw:1418058067870:dw|
|dw:1418058124795:dw|
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