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Lesson 6.1 Crossword

Horizontales
A^0 = 1, a does not equal 0 (2 words)
Functions that undo each other (2 words)
(√x-2) = 4 (double digit)
POWER
(ab)^m = a^mb^m (4 words)
(16^1/4)^2 (single digit)
Binomials of the form a√b + c√d and a√b - c√d, where a, b, c, and d are rational numbers (1 word)
An expression involving a radical with index n that has no radicands with perfect nth powers as factors other than 1, no radicands that contain fractions, and no radicals that appear in the denominator of a fraction (5 words)
An equation with a radical that has a variable in the radicand (2 words)
The set of all possible inputs for the function (1 word)
Verticales
(a^m)^n = a^mn (4 words)
The value of n in the radical (4 words)
A function that contains a radical expression with the independent variable in the radicand (2 words)
A^m * A^n = A^m+n (3 words)
For an integer n greater than 1, if b^n=a, then b is an nth root of a (4 words)
√343 / √7 (single digit)
The value inside the radical symbol (1 word)
The √ symbol that is used to denote square root or nth roots (1 word)
∛64*∛8 (single digit)
64^1/6 (single digit)