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Thread: Volume expression

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    Volume expression

    I have been working on this problem for quite awhile now and I can't seem to get the right answer.

    A water trough is $\displaystyle 8$ m long and its cross-section is an isosceles trapezoid which is $\displaystyle 180$ cm wide at the bottom and $\displaystyle 240$ cm wide at the top, and the height is $\displaystyle 60$ cm. The trough is not full. Give an expression for V, the volume of water in the trough in cm^3, when the depth of the water is d cm.
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    Quote Originally Posted by qhdus View Post
    I have been working on this problem for quite awhile now and I can't seem to get the right answer.

    A water trough is $\displaystyle 8$ m long and its cross-section is an isosceles trapezoid which is $\displaystyle 180$ cm wide at the bottom and $\displaystyle 240$ cm wide at the top, and the height is $\displaystyle 60$ cm. The trough is not full. Give an expression for V, the volume of water in the trough in cm^3, when the depth of the water is d cm.
    area of the trapezoid formed by water of depth d ...

    $\displaystyle \displaystyle A = 180d + \frac{d^2}{2}$

    $\displaystyle V = 8A$
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