A pesticide is applied to a triangular area with a base of 60 feet and a height of 30 feet. What is the area?

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Multiple Choice

A pesticide is applied to a triangular area with a base of 60 feet and a height of 30 feet. What is the area?

Explanation:
For a triangle, the area is one-half of the product of its base and its height. Here, the base is 60 feet and the height (the perpendicular distance to that base) is 30 feet. Multiply 60 by 30 to get 1800, then take half to get 900. So the area is 900 square feet. If you omit the half, you’d get 1800; if you divide by 4, you’d get 450—these are common mistakes that arise from not applying the 1/2 factor correctly.

For a triangle, the area is one-half of the product of its base and its height. Here, the base is 60 feet and the height (the perpendicular distance to that base) is 30 feet. Multiply 60 by 30 to get 1800, then take half to get 900. So the area is 900 square feet. If you omit the half, you’d get 1800; if you divide by 4, you’d get 450—these are common mistakes that arise from not applying the 1/2 factor correctly.

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