Tamika builds a wooden skateboard ramp. The ramp measures 63 centimeters, and the length of its horizontal base is 60 centimeters, as shown.

A right triangle with side lengths 60 centimeters, h, and hypotenuse 63 centimeters.

In centimeters, what is the approximate height of the ramp? Round the answer to the nearest tenth of a centimeter.

Respuesta :

Answer:

Answer is 19.2

Step-by-step explanation:

60x60= 3600 63x63= 3969

3969

- 3600 = 369 square root of the 369= is 19.2

The approximate height of the ramp is 19.2

Given: Tamika builds a wooden skateboard ramp. The ramp measures 63 centimeters, and the length of its horizontal base is 60 centimeters, as shown.

A right triangle with side lengths 60 centimeters, h, and hypotenuse 63 centimeters.

How to determine in centimeters, what is the approximate height of the ramp?

The area will be  60x60= 3600

=> 63x63= 3969.

Thus height is  3969- 3600 = 369 and the square root of the 369

=19.2

Learn more about triangles on: https://brainly.com/question/16439676

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