Exam 4: Logarithmic Functions and Exponential Modela

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Solve the exponential equation Solve the exponential equation   for   . Round to the nearest thousandth. for Solve the exponential equation   for   . Round to the nearest thousandth. . Round to the nearest thousandth.

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Find the common logarithm of the given value, rounded to the nearest thousandth, of: The weight of an African Grey parrot: 380 grams.

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Using the definition of the logarithmic function, solve Using the definition of the logarithmic function, solve   . .

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Solve the logarithmic equation Solve the logarithmic equation   for   . for Solve the logarithmic equation   for   . .

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Solve the logarithmic equation Solve the logarithmic equation   for   . Round to the nearest hundredth. for Solve the logarithmic equation   for   . Round to the nearest hundredth. . Round to the nearest hundredth.

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Find Find   . .

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Which one of the following is the correct expansion of the logarithm expression Which one of the following is the correct expansion of the logarithm expression   ? ?

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Using the graph below, determine which one of the following exponential functions models the graph. Using the graph below, determine which one of the following exponential functions models the graph.

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If $18,000 is invested at an interest rate of 4.5% compounded continuously, what is the amount of the investment after 10 years? Rounded to the nearest hundredth.

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Which one of the following is the correct expansion of the logarithm expression Which one of the following is the correct expansion of the logarithm expression   ? ?

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Use the Change of Base Formula to evaluate the logarithm Use the Change of Base Formula to evaluate the logarithm   . Round to the nearest ten-thousandth. . Round to the nearest ten-thousandth.

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Two functions and are given by the tables below. Determine . Two functions and are given by the tables below. Determine .

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Which one of the following is the correct expansion of the logarithm expression Which one of the following is the correct expansion of the logarithm expression   ? ?

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If we know the amount of light that is absorbed in a solution, we can calculate the concentration of the substance dissolved in water using a spectrophotometer. For a certain substance the concentration (in moles/liter) is given by the formula If we know the amount of light that is absorbed in a solution, we can calculate the concentration of the substance dissolved in water using a spectrophotometer. For a certain substance the concentration (in moles/liter) is given by the formula   , where   is the intensity of the incident light and   is the intensity of light that emerges. What is the concentration of the substance if the intensity   is 45% of   ? , where If we know the amount of light that is absorbed in a solution, we can calculate the concentration of the substance dissolved in water using a spectrophotometer. For a certain substance the concentration (in moles/liter) is given by the formula   , where   is the intensity of the incident light and   is the intensity of light that emerges. What is the concentration of the substance if the intensity   is 45% of   ? is the intensity of the incident light and If we know the amount of light that is absorbed in a solution, we can calculate the concentration of the substance dissolved in water using a spectrophotometer. For a certain substance the concentration (in moles/liter) is given by the formula   , where   is the intensity of the incident light and   is the intensity of light that emerges. What is the concentration of the substance if the intensity   is 45% of   ? is the intensity of light that emerges. What is the concentration of the substance if the intensity If we know the amount of light that is absorbed in a solution, we can calculate the concentration of the substance dissolved in water using a spectrophotometer. For a certain substance the concentration (in moles/liter) is given by the formula   , where   is the intensity of the incident light and   is the intensity of light that emerges. What is the concentration of the substance if the intensity   is 45% of   ? is 45% of If we know the amount of light that is absorbed in a solution, we can calculate the concentration of the substance dissolved in water using a spectrophotometer. For a certain substance the concentration (in moles/liter) is given by the formula   , where   is the intensity of the incident light and   is the intensity of light that emerges. What is the concentration of the substance if the intensity   is 45% of   ? ?

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