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Algebra 18 Online
OpenStudy (anonymous):

A large hotel finds that it can rent 95 rooms when it charge $100 per room. For each $1 increase in room cost it rents one room less. (Likewise, for each $1 decrease in room cost it rents one room more) What price should it charge in order to maximize the revenue?

OpenStudy (anonymous):

an interesting question he gains 99 for the extra room but loses 95 for the rooms he used to charge at 100 so he only gains 4 for each extra drop in price at 95 cost *100 rooms =income is 9500 at100cost*95 rooms =income is 9500 he makes a few dollars more between these but is it worth the trouble/

OpenStudy (shiraz14):

This can be expressed by the equation below: Amount of revenue obtained, y = -a^2 - 5a + 9500 (where a is an integer ≥ 0). To find the maximum value of y, you would simply need to find the max turning point of this curve.

OpenStudy (shiraz14):

You'll have to derive this equation yourself; it can be done quite simply from the original question. Try it out and you should be able to do it.

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