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    Sale managers normally want to increase revenue R by selling more. For example, a manager may know by experience that revenue R will increase or decrease according to the following mathematical linear model for a a sales price P and quantity sold Q of a certain commodity:

    P=Po +-px [This represents a linear equation with positive or negative slope]
    Q=Qo+-qx [This represents a linear equation with positive or negative slope]

    In other words, "q" more(+) or less(-) units per month can be sold if the price is decreased(-)/increased(+) by $"p" in multiples of 1, 2, ..or "x". The slopes "p" and "q" are different for different commodoties.
    R=P*Q

    The owner of an apartment complex knows he can rent all 50 apartments when the monthly rent is $400. He thinks that for each $25 increase in the rent, he will loose two tenants. He would be happy with revenue of $20,400 per month.
    ? Write an expression for the price P
    ? Write an expression for the number of apartments Q that can be rented a price P
    ? Write an equation that relates the revenue to the price and number of apartments.

    (Question Also in Attachment)

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    https://brainmass.com/math/basic-algebra/sales-revenue-linear-equations-23293

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    Solution Summary

    This shows how to write mathematical expressions for a given apartment leasing situation.

    $2.49

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