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can someone explain how to find two positive numbers such that their product is 192 and the sum of the first plus three times the second is a minimum?
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let 2 numbers be x and y 'their product is 192 ' will give you one equation, can u find that ?
x+3y=192?
product means xy
i can get it to where it equals 192y-3y^2 but i don't know where to go from there to find the two numbers..
xy=192---> x=192/y f(y) = x+3y = 192/y +3y now differentiate f(y) and equate it to 0, and tell me what u get.
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