Math, asked by jinkysanidad26, 4 months ago

the area A of a trapezoid varies jointly as the sum ofbthe bases b and B,and the height h.Find the constant of variation k if A =100,b=15 and B =10 and h=8​

Answers

Answered by prabhas24480
3

By saying the area varies jointly as the height, h, and the sum of b1 and b2, you are saying that the equation is

a = k (b1+b2) x h. To find the constant k, put in the values for a, b1, b2, and h, and solve for k. This turns out to be

k = 48 cm2/( (5 cm+ 7 cm) x 8 cm ) = 0.5 all the units cancel.

Placing the k value into the first expression given, you get

a= 0.5 x( b1 + b2) x h which is the formula for the area of a trapezoid ( 0.5 = 1/2).

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