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Name ___ Date ___ Class___ LESSON2Geometric Relationships Review for Mastery: Parallel and Perpendicular LinesParallel LinesPerpendicular LinesParallel lines never meet. Perpendicular lines form right
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How to fill out exponents and roots

01
Identify the base number, which is the number that will be raised to a power.
02
Write the base number as the first number in the expression.
03
Identify the exponent, which tells you how many times to multiply the base number by itself.
04
Write the exponent as a smaller number above and to the right of the base number.
05
If there is a root involved, identify the root number, which tells you what root to take of the base number.
06
Write the root number as a smaller number inside a symbol, such as a radical sign (√) or a smaller number above and to the left of the base number.
07
Apply the exponent and/or root by performing the necessary calculations to find the final answer.

Who needs exponents and roots?

01
Students learning about powers and roots in mathematics
02
Scientists and engineers working with complex calculations
03
Investors and financial analysts analyzing growth rates and compound interest
04
Builders and architects creating designs that involve scaling factors
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Exponents are used to represent repeated multiplication of a number. Roots are the inverse operation of exponents, finding the base number that, when raised to the exponent, gives the specified result.
Individuals or organizations dealing with mathematical operations that involve exponents and roots may need to report them.
Exponents can be written as a number raised to a power, while roots are expressed using a radical symbol.
Exponents and roots are used in mathematics to simplify calculations, solve equations, and represent relationships between numbers.
The base number, exponent, and result for exponents, and the radicand and index for roots must be reported.
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