Two variations of the region yield the two versions of the double integra;
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Question: R is shaded in figure,f(x,y)=continuous function R. Find limits integration for iterated integrals.(a)∬Rf(x,y)dA=∫BA∫DCf(x,y)dydx A=-1 B=1 C= -1 D=?(b)∬Rf(x,y)dA=∫FE∫HGf(x,y)dxdy E=-1 F=3 G=-1 H=?
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Answered By:
John G.
Since 2003 have taught all the junior college's math courses.
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Written Explanation:
We need the algebra to describe the region R as in this short video and that will quickly yield the limits of integration .
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