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Last updated 1:11 AM on 11/14/23
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5 Terms

1
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Designed to hold #cubic feet of water; max/min possible exterior surface area.

constraint: V=x²+4xh

objective: V=x²h

2
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Box with open top; find largest volume

constraint: 2x+y=#

objective: V=y*y*x

3
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Rectangle formed from # length of wire.

constraint: 2x+2y=#

objective: A=xy

4
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Find point on the graph of the function; closest to the point/origin.

constraint: y=x

objective: d²=(x-#)²+(y-#)²

5
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Find dimensions of rectangle with largest area that fits inside y=f(x).

constraint: y=f(x)

objective: 2x*y