It's the simplified version of this expression
sqrt(121)
What is
11 ?
It's the radical form of this expression:
y^(7/2)
What is
sqrt(y^7)
?
If f(x)=2x+1 and g(x)=x2−3, this is the value of f(g(2)).
What is 3?
This is a function whose inverse is also a function.
What is a one-to-one function?
This is the notation for the inverse of f(x).
What is ?
It's the simplified version of this expression:
root(5)(32)
What is 2 ?
It's the exponential form of this expression:
(root(5)(b))^3
What is
b^(3/5)
?
This is the function composition f(g(x)) of the following functions:
f(x) = x + 2
g(x) = x - 4
What is x - 2 ?
This is the test used to determine if a graph is a function.
What is the vertical line test?
This is the inverse function of the function shown below. 
What is ? 
It's the simplified version of this expression:
root(3)(8a^3b^6
using rational exponents.
What is
2ab^2 ?
It's the radical form of the expression below:
w^(-5/8)
What is
1/(root(8)(w^5)) ?
Given f(x) = 2x + 3 and g(x) = x3 - 1, this is the value of f(g(-2))
What is - 15 ?
This is the range and domain of an "odd root" function.
What is the set of all real numbers?
This is the algebraic definition of inverse functions.
What is ?

It's the simplified version of this expression:
root(3)(-27a^6b^4c^3)
What is
?
It's the value of x that makes the following equation true:
-3x^(2/3)+21=-6
What is x = 27 ?

These are two functions you might get if you decompose the function below. 
This happens to the domain of a function when you take the inverse.
When does domain become the range ?

This is the range of f-1(x), given:
It's the simplified version of this expression:
(45a^(3/4)b^(-1/2))/(55a^(-2/3)b
What is
(9a^(17/12))/(11b^(1/2)
?
It's the value for x that makes the equation below true:
root(4)(5x-2) = root(4)(x+10)
What is x = 3 ?
Given the piecewise functions below, this is the value of g(f(2)). 
What is 17?
This is when you "restrict" a function in a special way so that it will have an inverse.
What is restricting the domain?
It's the inverse of this function. 
What is ?
