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What's on the worksheet
- Simplify each expression using the power rules.(w^3)^8(-2x^3)^4(5a^2b^3)^2\left(\dfrac{x}{3}\right)^4(-4c^5)^3
- Fill in each blank so the equation is true for every value of the letters.
- Write a product of powers as a single power, then as a power of 10.
- Use powers of two to find kilobyte, megabyte and gigabyte sizes.
- Find what Ethan did wrong in four expressions and write the correct answers.
- Write each number as a power of 2 and order the five numbers.
- Find the whole number that makes each equation true.
- Compare the value of two similar expressions at one number and simplify one of them.
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The free lesson teaches it with worked examples and practice problems.
Powers of powers, products and quotients: the lesson ›More Chapter 6 worksheets: Exponential functions and choosing a model
- 6.1Growth and decay factors
- 6.2What an asymptote is
- 6.3Graphs of exponential functions
- 6.4Writing an exponential function from a table or graph
- 6.5Linear versus exponential growth
- 6.6Choosing a function family for data
- 6.7Interpreting the numbers in a model
- 6.8Building a model from a description
- 6.9Where a model holds: domain, interpolation and extrapolation
- 6.10Multiplying and dividing powers with the same base
- 6.11Powers of powers, products and quotients
- 6.12Zero and negative exponents