Chapter 5.5, Problem 25E

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6th Edition

Daniel C. Alexander + 1 other

ISBN: 9781285195698

Textbook Problem

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A jogger runs along two sides of an open rectangular lot. If the first side of the lot is

To determine

**To find:**

The measure of the angle formed by the

Explanation

**Approach:**

For a right triangle, for which the measure of the interior angles

Length of the longer leg (opposite to

Length of the hypotenuse (opposite to

In general

Length of the longer leg

Length of the hypotenuse

**Calculation:**

Given,

Jogger runs along two sides of an open rectangular lot, the first side of the lot is

The width of the rectangular lot

The diagonal of the rectangular lot

Let the rectangular lot be named as

Now, the triangle

Right angle at

Here, we find that in

Hypotenuse

But, by the

In a right triangle whose angle measure

Hypotenuse

Thus,

Hence,

Further,

In right

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