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We appreciate your visit to 3 h b 32 inches h 22 inches Find the area of the triangle above O242 sq inches O125 sq inches O 300 sq inches. This page offers clear insights and highlights the essential aspects of the topic. Our goal is to provide a helpful and engaging learning experience. Explore the content and find the answers you need!

3.

h

b=32 inches

h = 22 inches

Find the area of the triangle above.

O242 sq. inches

O125 sq. inches

O 300 sq. inches

O 352 sq. inches

3 h b 32 inches h 22 inches Find the area of the triangle above O242 sq inches O125 sq inches O 300 sq inches

Answer :

There are 352 square inches in the triangle's surface area. Hence, O 352 sq. inches is 's correct response.

The correct answer is 352 sq. inches

Which fundamental principle of a triangle is this?

The triangle has the following characteristics: There are 180 angles in a triangle, thus they all sum up to 180. The lengths of the two sides of a triangle are greater than the length of the third side. Similar to this, the third side of a triangle has a shorter length than the angle between its 2 sides.

A = (1/2)bh if b is the quadrilateral base and h is its height.

In this instance, the triangle's height is 22 inches, while its base is 32 inches. These values are substituted into the calculation to produce the following result: A = (1/2)(32)(22) A Equals 352 square inches

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