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Find the area of region using definite integrals

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Reference no: EM1317818

Compactness.

Suppose K is compact set. Prove that K is of content zero if and only if is of measure zero. Give a counter example if the compactness assumption is dropped.

Area of region using definite integrals

Find the area under the curve y= x^2 and find the area under the curve y = x^3 over the interval [0,1]

Reference no: EM1317818

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