Exam 5: Logarithmic Functions

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Rewriting the statement logs=r\log s=r using exponents gives

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Use linear regression on the values x\mathrm{x} and lny\ln y to fit a function of the form lny=b+mx\ln y=b+m x .  Use linear regression on the values  \mathrm{x}  and  \ln y  to fit a function of the form  \ln y=b+m x .     Use a calculator program to find the regression line for this data. Use the regression line to find the  y -value when  x=54 . Give your answer correct to 2 decimal places. Use a calculator program to find the regression line for this data. Use the regression line to find the yy -value when x=54x=54 . Give your answer correct to 2 decimal places.

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Use linear regression on the values x\mathrm{x} and lny\ln y to fit a function of the form lny=b+mx\ln y=b+m x .  Use linear regression on the values  \mathrm{x}  and  \ln y  to fit a function of the form  \ln y=b+m x .     Use a calculator program to find the regression line for this data. Use the regression line to find the value of  y  when  x=18 . Round to 2 decimal places. Use a calculator program to find the regression line for this data. Use the regression line to find the value of yy when x=18x=18 . Round to 2 decimal places.

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What is the doubling time of a population growing by 12%12 \% per year? Round your answer to the nearest hundredth of a year.

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Evaluate 10log1310^{\log 13}

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The table below gives the number of ants living in a museum display. Use linear regression on the values tt and lnr\ln r to fit a function of the form lnr=b+mt\ln r=b+m t .  The table below gives the number of ants living in a museum display. Use linear regression on the values  t  and  \ln r  to fit a function of the form  \ln r=b+m t .     Use a calculator program to find the regression line for this data. Use the regression line to calculate the number of ants after 24 months. Give your answer to the nearest whole number. Use a calculator program to find the regression line for this data. Use the regression line to calculate the number of ants after 24 months. Give your answer to the nearest whole number.

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Solve 12e2t48=012 e^{2 t}-48=0 for tt . Give your answer to 4 decimal places.

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