Solve the problem.
-Data representing the price and quantity demanded for hand-held electronic organizers were analyzed every
day for 15 days. The logarithmic function of best fit to the data was found to be $$\mathrm { p } = 398 - 73 \ln ( \mathrm { q } )$$ Use this to
predict the number of hand-held electronic organizers that would be demanded if the price were $275.

Question

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The Answer of Solve the problem.
-Data representing the price and quantity demanded for hand-held electronic organizers were analyzed every
day for 15 days. The logarithmic function of best fit to the data was found to be $$\mathrm { p } = 398 - 73 \ln ( \mathrm { q } )$$ Use this to
predict the number of hand-held electronic organizers that would be demanded if the price were $275.

Solve the Problem p=398−73ln⁡(q)\mathrm { p } = 398 - 73 \ln ( \mathrm { q } )p=398−73ln(q)

Solve the Problem $\mathrm { p } = 398 - 73 \ln ( \mathrm { q } )$