Exponential Functions

Practice Questions

Pre-Calculus › Exponential Functions

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1

Solve: $6\mathrm{e}^{4x}-16=8$

2

Solve for .

$2e^5e^{-3}\ln(e^x)=2x^2$

3

Solve: $6\mathrm{e}^{4x}-16=8$

4

Solve for .

$2e^5e^{-3}\ln(e^x)=2x^2$

5

Solve the equation for .

$2e^{2x}-7e^{x}+6=0$

6

Solve the equation for .

$2e^{2x}-7e^{x}+6=0$

7

The population of fish in a pond is modeled by the exponential function

$y=1046e^{-0.1t}$ , where is the population of fish and is the number of years since January 2010.

Determine the population of fish in January 2010 and January 2015.

8

The population of fish in a pond is modeled by the exponential function

$y=1046e^{-0.1t}$ , where is the population of fish and is the number of years since January 2010.

Determine the population of fish in January 2010 and January 2015.

9

Choose the description that matches the equation below:

$y = (\frac{1}{3})^{4x}$

10

Choose the description that matches the equation below:

$y = (\frac{1}{3})^{4x}$

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