The condition that must be met for a function to have an inverse.
What is one-to-one?
100
The equation f(x)=x translated 4 units up.
What is f(x)=x+4
100
Results in a decimal number.
What is a negative exponent?
100
An exponent.
What is a logarithm?
200
A combination of two functions into one.
What is a composition?
200
The method one uses to find the inverse of a function.
What is switching the x and y?
200
The mathematical term for stretches and squeezes.
What is dilation?
200
The simplified form of (x^4)^5
What is x^20
200
The b in log(b)=x
What is the base?
300
The range of the function f(x)=(x-2)^2+3
What is [3, ∞)
300
The slopes of inverse equations are these of each other.
What are reciprocals?
300
The inverse root function translated right 2 and dilated vertically by 3.
What is y = 3 * 1/(x-2)
300
Necessary to solve for the exponents or simplify.
What are same bases?
300
log(ab)
What is the sum of two logarithms?
400
f(g(x)) where g(x)=x+3 and f(x)=(x^2)+5
What is (f(g(x))=((x+3)^2)+5
400
The intersection point of inverses pass through this.
What is the line of direct variation?
400
Not affected by vertical dilations
What are the x-intercepts?
400
The simplified form of x^7 * x^12
What is x^19
400
Log(1) where the base is any number not equal to 0 and greater than 1 is this.
What is 0?
500
The domain and range of a function after it has been dilated horizontally by 1/2 and dilated vertically by 3.
Original Domain: (-4, 6)
Original Range: (1, 3)
What is
Domain: (-8, 12)
Range: (3, 9)
500
The inverse of y=3x+4
What is y=1/3x-4/3
500
The order in which transformations are applied.
What is horizontal dilations, vertical reflections, horizontal translations, vertical dilations, horizontal reflections, and vertical translations.