A 22-foot ladder leans against a building. The distance between the bottom of the ladder and the base of the building is 9 feet. Which statement is true when finding the height, in feet, where the ladder touches the building, h?

The equation to find h is 92+h2=222, and h is about 20.1 feet.

The equation to find , h, is 9 squared plus h squared is equal to 22 squared, and , h, is about 20.1 feet.

The equation to find h is 92+222=h2, and h is about 23.8 feet.

The equation to find , h , is 9 squared plus 22 squared is equal to h squared, and , h, is about 23.8 feet.

The equation to find h is 222+h2=92, and h is about 20.1 feet.

The equation to find , h , is 22 squared plus h squared is equal to 9 squared, and , h, is about 20.1 feet.

The equation to find h is 92+h2=222, and h is about 23.8 feet.

The equation to find , h , is 9 squared plus h squared is equal to 22 squared, and , h, is about 23.8 feet.

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