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Engineers are designing a box-shaped aquarium with a square bottom and an open top. The aquarium must hold 864 ft^3 of water. What dimensions should they use to create an acceptable aquarium with the least amount of glass?
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The answer is 12 in by 12 in by 6 in but I don't know how to solve it.
Do you know how to solve optimization problems?
some
First Step is to draw a picture|dw:1463441543100:dw|
Next figure out a formula for volume in this case because we have a square base we can use the formula x^2*h
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I got it thanks
Cool, we've got our formula, but we arent quite ready to start doing calculus yet. We need to set our constraint. Lets find out what h is in terms of x for this problem \[864=x^2*h\] \[h=\frac{ 864 }{ x^2 }\]
sweet np
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