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March 26, 2017

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The cost (in dollars) of producing x units of a certain commodity is c(x)=5000+10x+0.05x^2

Find A=100 to x=105

so far i got

y-y/x-x= C(105)-C(100)/105-105

i don't understand how it comes out to be 101.25/5

please help me

  • Calculus - ,

    You have not said what A is. You also introduce y without definition. You need to add parentheses to clarify your y-y/x-x equation.

    Please restate the problem exactly as it was presented to you.

  • Calculus - ,

    I appears that you are attempting to calculate the average rate of change of the cost as the number of units changes from 100 to 105

    that rate would be [C(105)-C(100)]/[105-100]
    which does work out to be 101.25/5

  • Calculus - ,

    wait so whats is c(105) is it 5000+10x+0.05x^2 times 105?

  • Calculus - ,

    It appears you are not familiar with the function notation.
    In short
    if C(x) = 5000+10x+0.05x^2
    then C(105) = 5000 + 10(105) + .05(105)^2

    (whenever an x appeared, we replaced it with 105, the same thing with C(100) )

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