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The height of a trapezoid is 13 inches, one of the bases measures 22 inches. If the area of the trapezoid is 318.5 square inches, find the length of the other base.

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A. 2.5 inches B. 71 inches C. 34.25 inches D. 27 inches

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Other answers:

Let x be another base area = (x + 22) x height /2 You have area and height. Can you plug in the numbers there and solve for x?
area=318.5 318.5=(x+22)x heoght 2 do i go from there?
ahhh i can awnser its to hard >.<
What is the height?
So, you get 318.5 = (x+22) x13 Do you know how to solve it?
thx a lot
wait dont i do (13x+286)
318.5 = (x+22) x13 You can first divide both sides by 13, then subtract 22 from both sides.
ohh ok
mind helping with 2 more?
Quadrilateral MATH is a square. If MA = 2x – 5 and AT = x + 10, find the perimeter of the square
can u help?
Well you set 2x-5=x+10

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