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Intro to Radical Functions

1
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7
8
9
10
11
12
13
Across
1
When doing this with like bases you subtract the exponents
4
This type of number results from taking the cubed root of a negative number
6
Do this to the base when it is raised to a negative exponent
9
A better explanation for the second step of PEMDAS would be to evaluate this type of action
10
When raising a power to a power do this with the exponents
11
This type of number results from taking the square root of a negative number
13
To add fractions you should use this common denominator
Down
2
When there is a negative on a term in the denominator of a fraction it means the term belongs here instead
3
The number under a radical symbol
5
This part of the rational exponent represents the index of the radical
7
If this divides evenly by the index of the radical, the radicand may be fully evaluated
8
If a radical cannot be completely evaluated the number is considered to be this
11
This part of the radical indicates how many times the factor is multiplied to create the radicand
12
When multiplying like bases do this with the exponents