Chapter 5.5, Problem 41E

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10th Edition

Ron Larson

ISBN: 9781305860919

Textbook Problem

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**Area of a Region** In Exercises 41 and 42, use integration to find the area of the triangular region having the given vertices.

To determine

**To calculate:** The area of the triangular region having the vertices

Explanation

**Given Information:**

The triangular region having the vertices

**Formula used:**

Area of a region bounded by two graphs is calculated using the following formula,

If *f* and *g* are continuous on *x* in *f*, *g*,

The equation of a straight line passing through points

**Calculation:**

Consider the triangular region having the vertices

From the graph, area of triangle OAB is the required region. It is the area bounded by the functions of side OB and OA in the interval

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