Confusing Minimization Problem CALC
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Confusing Minimization Problem CALC

[From: ] [author: ] [Date: 11-11-28] [Hit: ]
height) of the house be in order to minimize the rate(units per minute) at which heat enters the house?This might help but Im not sure if we need it or not.This is Calculus 3 actually so Im afraid its not that simple.I know how to minimize the function of S finding the dimensions for x, y and z. But I dont know how to interpret the heat into the problem correctly.......
We did a problem similar to this in class without the conditions of the heat admission.
A house in the shape of a rectangular box is to hold 10,000 cubic feet. The four walls admit heat aat 5 units per minute per square foot. The roof admits heat at 3 units per minute per square foot. The floor admits heat at 2 units per minute per sq ft. What should the dimensions (length, width, height) of the house be in order to minimize the rate(units per minute) at which heat enters the house?
This might help but I'm not sure if we need it or not. The equation to find surface area of a rectangle
S=2xy+2xz+2yz
This is Calculus 3 actually so I'm afraid it's not that simple.
I know how to minimize the function of S finding the dimensions for x, y and z. But I don't know how to interpret the heat into the problem correctly. Can you help me with that? I know that the four sides of the rectangle must be smaller than the roof and floor.

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