Question

the equation ( a(b) = 4b ) represents the relationship between the area and the base of a right triangle whose height is 8 inches. write a sentence comparing the area and the triangle’s base when ( b = 5 ) and ( a(5) = 20 ). (1 point) when the base of the right triangle measures (square) inches, its area is (square) square inches.

Explanation:

Step1: Identify the base value

We are given that \( b = 5 \), so the base of the right triangle is 5 inches.

Step2: Identify the area value

We are given that \( A(5)=20 \), so the area of the right triangle when the base is 5 inches is 20 square inches.

Answer:

When the base of the right triangle measures \(\boldsymbol{5}\) inches, its area is \(\boldsymbol{20}\) square inches.