Exam 6: Logarithmic Links: Logarithmic and Exponential Functions

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Expand the following expression using rules of logarithms: Expand the following expression using rules of logarithms:

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Which of the following is the exact solution of the equation? Which of the following is the exact solution of the equation?

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Contract the following expression using rules of logarithms. Write your answer as a single logarithm. Contract the following expression using rules of logarithms. Write your answer as a single logarithm.

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Upon her retirement, Mary begins to receive money from a retirement account. The function, Upon her retirement, Mary begins to receive money from a retirement account. The function,   , gives the money remaining, M, in the account t years after her retirement. How many years until the account balance is $360,000? Round your answer to the nearest year. , gives the money remaining, M, in the account t years after her retirement. How many years until the account balance is $360,000? Round your answer to the nearest year.

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Solve the equation for t. Solve the equation for t.     Round your answer to 2 decimal places. Round your answer to 2 decimal places.

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Given the graph: Given the graph:   Which curve represents the function   ? Which curve represents the function Given the graph:   Which curve represents the function   ? ?

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The population of a town grew from 9,000 in 1996 to 13,000 in 1999. A) Find a function of the form, The population of a town grew from 9,000 in 1996 to 13,000 in 1999. A) Find a function of the form,   , for the population, P, of the town as a function of t, the number of years after 1996.Round values to 2 decimal places. B) Use this function to find the population in 2005.Round your answer to the nearest person. , for the population, P, of the town as a function of t, the number of years after 1996.Round values to 2 decimal places. B) Use this function to find the population in 2005.Round your answer to the nearest person.

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Expand the following expression using rules of logarithms: Expand the following expression using rules of logarithms:

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