pu to the function
The x-values for which f(x)=o
what are zeroes/solutions?
How do you determine end behavior?
Look at leading term
A function that is undefined when the denominator equals zero
What is a rational function restriction?
The base in exponential functions
What is the constant being raised to a power?
Coordinates on the unit circle
What are (cos θ, sin θ)?
Swapping x and y in a function
what is an inverse function?
The behavior of a graph as x approaches infinity
What is end behavior?
A graph feature caused by a canceled factor
What is a hole?
The inverse operation of exponentials
What is logarithms?
sin(θ)/cos(θ)
What is tangent?
A function that passes both vertical and horizontal line tests
what is a one-to-one function?
A zero where the graph crosses AND flattens
What is a zero with odd multiplicity (like 3)?
A line the graph approaches but never touches (x = value)
What is a vertical asymptote?
log base e
what is ln?
The radius of the unit circle
what is 1?
product of (a+b)^2=a^2+2ab+b^2
what is a perfect square trinomial?
A theorem that gives possible rational zeros using factors
What is the Rational Root Theorem?
Determined by comparing degrees of numerator and denominator
what is horizontal asymptote rule?
A function that gets closer to zero but never touches it
what is exponential decay?
Used to find trig values in different quadrants
what is the reference angle?
The slope of the secant line formed by any two points on the graph of a function.
what is AROC?
if \(2 - 5i\) is a zero, its conjugate \(2 + 5i\) must also be a zero. what are all your zeroes?
3, 2 - 5i, 2 + 5i
The first step before simplifying rational expressions
what is factoring?
A rule that changes multiplication into addition in logs
what is the product rule in logs?
French philosopher and mathematician who created the Cartesian Coordinate Plane
who is Rene Descartes?