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Mark is thinking about purchasing a soft drink machine and placing it in a business office. He knows that there

is a $9\mathrm{.}00$ percent probability that someone who walks by the machine will make a purchase from the machine,

and he knows that the profit on each soft drink sold is $$0\mathrm{.}10.$ If Mark expects $1,500$ people per day to pass. by

the machine and requires a complete return of his investment in one year, then what is the maximum price

that he should be willing to pay for the soft drink machine? Assume $250$ working days in a year, and ignore

taxes and the time value of money.

Maximum price

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