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The Demand Equation for a Certain Product Is P=750.001x\mathrm { P } = 75 - 0.001 \mathrm { x }

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The demand equation for a certain product is P=750.001x\mathrm { P } = 75 - 0.001 \mathrm { x } , where x\mathrm { x } is the number of units sold per week and P\mathrm { P } is the price in dollars at which one is sold. The weekly revenue RR is given by R=xPR = x P . What number of units sold produces a weekly revenue of $60,000\$ 60,000 ?

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