Px -x2 2 35x 4625 determine the following a maximum
The profit function for a hotdog vender can be given by
P(x) = -x^2 /2 + 35x + 462.5 Determine the following
a) Maximum Profit
b) Number of hotdogs necessary to maximize profit
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write a 2-3 page report on the topic listed below use at least 3 references from the internet with links to support
a large computer company claims that its salaries are normally distributed with mean 50000 and standard deviation 10000
design a corbel to support a factored vertical load of 120 kips acting at 5 in from the face of a column you should
the revenue and cost functions of producing x units are given byrx -2x2 64x and cx 4x250determine the followinga
the profit function for a hotdog vender can be given bynbsppx -x2 2 35x 4625 determine the followinga maximum
1 assume that the income of pediatricians is normally distributed with mean micro 100000 and standard deviation sigma
you need a response to bold section below in 150 words cited and references to support answer what started their
what activities are performed in the design phase the design phase consists of two major activities 1 if necessary
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