Transformations
If a function is f(x) then -f(x) is its
What is a reflection?
You would use this strategy to solve a rational equation.
What is cross multiplication?
The graph of this function models growth or decay.
What is an exponential function?
This is the representation for the square root of negative one.
This pair of regions on a graph tell the reader where the graph exists.
What is the domain and range?
If g(x)=x2 then g(x+3)=(x+3)2 is this kind of transformation.
What is a Horizontal Translation?
These two types of functions are inverses and are used to solve equations.
What are logarithms and exponents?
This graph has a vertex that can be calculated by the equation x=-b/2a
What is a quadratic function?
This is the algebraic representation of the square root of -169
This is a line on a graph which a function never reaches or touches.
What is an asymptote?
This is the function notation for a vertical translation of h(x)=x2
What is h(x)+k=x2+ k ?
This answer works for the equation 2x2/3=16
What is x=4?
The graph of this function is the inverse of one half of a quadratic function.
This is the process by which one removes a root from the denominator.
The name of this rule can be expressed as log(J/K)=log(J)-log(k)
What is the quotient rule?
This transformation is a vertical stretch of k(x) only if "a" is greater than 1.
What is a*k(x) ?
Only one of these answers works for the equation lnx +ln(x+2)=0
The graph of this parent function has an asymptote at x=0
What is a logarithmic function?
This type of division can be used to factor a polynomial expression.
What is synthetic division?
This method is most helpful when solving a system of three equations.
What is elimination?
This form of a quadratic function is traditionally represented with the letters a, h, and k.
To begin factoring the following polynomial x5-2x4-4x3+4x2-5x+6 one must use one of these k values.
What is -2, 1 or 3?
The end behavior of a function of this degree travels in opposite directions.
What is an odd degree polynomial?
What is 13i-34 ?
This critical quadratic concept was taught to you by Mr. Spencer.
What is completing the square?