A product is introduced to the market. The weekly profit(in dollars) of that product decays exponentially asfunction of the price that is charged (in dollars) and isgiven by P(x) = 55000 e-0.04.x●Suppose the price in dollars of that product, ä(t),changes over time t (in weeks) as given by49+0.65t²x(t)=Find the rate that profit changes as a function of time,P'(t) -0.04.55000e -0.04x(1) 1.3 × syntax error.dollars/weekHow fast is profit changing with respect to time 7 weeksafter the introduction.dollars/week

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A product is introduced to the market. The weekly profit (in dollars) of that product decays exponentially as function of the price that is charged (in dollars) and is given by P(x) = 55000 e -0.04.x = Suppose the price in dollars of that product, x(t), changes over time t (in weeks) as given by x(t) = 49+0.65-t² Find the rate that profit changes as a function of time, P'(t) -0.04.55000e-0.04x(t). 1.3tX syntax error. dollars/week How fast is profit changing with respect to time 7 weeks after the introduction. dollars/week

A product is introduced to the market. The weekly profit (in dollars) of that product decays exponentially as function of the price that is charged (in dollars) and is given by P(x) = 55000 e -0.04.x = Suppose the price in dollars of that product, x(t), changes over time t (in weeks) as given by x(t) = 49+0.65-t² Find the rate that profit changes as a function of time, P'(t) -0.04.55000e-0.04x(t). 1.3tX syntax error. dollars/week How fast is profit changing with respect to time 7 weeks after the introduction. dollars/week

College Algebra

1st Edition

ISBN:9781938168383

Author:Jay Abramson

Publisher:Jay Abramson

Chapter6: Exponential And Logarithmic Functions

Section: Chapter Questions

Problem 8RE: Suppose an investment account is opened with aninitial deposit of 10,500 earning 6.25...

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