Question

The volume of a pyramid whose base is a
right triangle is 680 units. if the two legs
of the right triangle measure 15 units and
16 units, find the height of the pyramid.

Answer 1

The height of the prism is 5.67 units

How to determine height of the pyramid?

The given parameters are:

• Volume = 680 cubic units
• Base dimensions = 15 and 16 units

The volume of a right triangle pyramid is:

Volume = 0.5 * Height * Base dimensions

So, we have;

680 = 0.5 * Height * 15 * 16

Evaluate

Height = 5.67

Hence, the height of the prism is 5.67 units

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