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Chapter 5: Q34. (page 324)

Solve each compound inequality. Then graph the solution set.

A kite can be flown in wind speeds no less than 7 miles per hour and no more than 16 miles per hour. Write an inequality for the wind speeds at which the kite can fly.

Short Answer

Expert verified

The inequality for the wind speeds at which the kite can fly is 7鈮�x鈮�16.

The graph of the solution set which isx鈭�7,16 is:

Step by step solution

01

Step 1. Write an inequality for the wind speeds at which the kite can fly.

Let x be the speed of the wind.

It is given that a kite can be flown in wind speeds no less than 7 miles per hour and no more than 16 miles per hour.

Therefore, the inequality is 7鈮�x鈮�16.

Therefore, the inequality for the wind speeds at which the kite can fly is 7鈮�x鈮�16.

Therefore, the solution set is x鈭�7,16.

02

Step 2. Draw the graph of the solution set which is x∈7,16.

The graph of the solution set which isx鈭�7,16 is:

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