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$Old$ February 11th, 2009, 08:14 PM

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$Default$ Double Integral Problem

Sketch the region R which is in the positive quadrant and is bounded by
the curves xy = 2, y = (x^2)/4 and y = 4.

By integrating ﬁrst with respect to
x and then y, ﬁnd the area of R. Check that the result is the same if you
reverse the order of integration.

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