   Chapter 14.2, Problem 46E

Chapter
Section
Textbook Problem

Evaluating an Iterated Integral In Exercises 45-50, sketch the region of integration. Then evaluate the iterated integral, changing the order of integration if necessary. ∫ 0 ln 10 ∫ e x 10 1 ln y d y   d x

To determine

To graph: The region of integration and the iterated integral.

Explanation

Given:

The integral, 0ln10ex101lnydydx

Graph:

The region of integration can be sketched with the values: y goes from ex to 10 and x goes from 0 to ln10.

Calculation:

Now, evaluate iterated integral by changing the order of integration:

0ln10ex101lnydydx=010x=<

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