   Chapter 15.2, Problem 63E

Chapter
Section
Textbook Problem

Prove Property 11.

To determine

To prove: The property 1 that is If mf(x,y)M for all (x,y) in D then, mA(D)Df(x,y)dAMA(D) .

Explanation

Formula used:

If f(x,y)g(x,y) for all (x,y) in D then, Df(x,y)dADg(x,y)dA (1)

Dcf(x,y)dA=cDf(x,y)dA (2)

D1dA=A(D) (3)

Proof:

Given, mf(x,y)M

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