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Sales representatives of a new line of computers predict that sales can be approximated by the function (0= 1350 + 6101n(31+ e), where is measured in years.What are the predicted sales in 15 years? Round your answer to the nearest whole number

Sales representatives of a new line of computers predict that sales can be approximated by the function 0 1350 6101n31 e where is measured in yearsWhat are the class=

Respuesta :

It is predicted that sales over time can be approximated by the function:

[tex]S(t)=1350+610\ln(3t+e)[/tex]

It is required to find the predicted sales in 15 years to the nearest whole number.

To do this, substitute t=15 into the given function:

[tex]S(15)=1350+610\ln(3\cdot15+e)=1350+610\ln(45+e)[/tex]

Evaluate and round to the nearest whole number as required:

[tex]S(15)=1350+610\ln(45+e)\approx3708[/tex]

The sales in 15 years is about 3708.

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