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Calculate the double integral ∫ ∫ (2x+10y+20) dA where R is the region 0<=x<=5, 0<=y<=1
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|dw:1443489034160:dw|
Did I set this up right?
Yes, let me make it clearer \[\int_0^1\int_0^5( 2x+10y+20)dxdy\]
and you are correct, go ahead.
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Okay so from here, I plug in 1 and 0 into the equation, right?
Not yet, you must replace the limits in, then take second integral
|dw:1443489600801:dw|
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