Polynomial Functions
Rational Functions
Logarithmic Functions
Trigonometric Functions
Characteristics of Functions
100

How do you tell if a relation is a function or not?

The vertical line test

100

When is a function "even"?

When there is an axis of symmetry through the y-axis.

100

What is an exponent?

A number that exist above a coefficient/solo number.

100
What does "tri" or "trig"mean?

It means 3, which is the same amount of sides a triangle has!

100

What is domain and range?

A domain is the restrictions set on the x-value

A range is the restrictions set on the y-value

200

What quadrants are what positive?

1 - All

2 - Sine

3 - Tangent

4 - Cosine

200

What is the base equation for a rational function?

x/1

200

What is an exponential function?

A function that accelerates slowly, then rapidly increases to infinity.

200

What are the four different quadrants and is what trig identity positive in that quadrant?

Quad 1 - All

Quad 2 - Sine and Csc

Quad 3 - Tangent and Cot

Quad 4 - Cosine and Sec

200

What is an average rate of change?

It is a number that is determined by evaluating two intervals, shows how much a number has increased or decreased over that interval

300

If the leading coefficient is negative and the degree is odd, what are the end behaviours?

Both ends face upward

300

What are the letters used to define/signify transformations?

a, k, d, c

300

What is log used for?

To remove exponents to solve for "x".

300

What is radian measure?

Another way to identify special triangles, the unit circle, and solve equations. It includes pi

300

What is an instantaneous rate of change and how do you find it?

A number that is used to define how much that point increases or decreases in that exact moment, you can find this by taking a number extremely close to the given then sub that into the equation.

400

What are "turning points"?

Local maximums, minimums, or "humps" in the graph
400

What is a "hole"?

It is a specific location in the graph where the equation has crossed out a specific number from the top and bottom of the location. You then take that number, then sub it into the equation to get the y-value. Ex. when x-1 is crossed out, there is a hole at (1,?)

400

True or false: log functions and graphs exist

True!

400

How do you change degrees into radians?

Multiply it by pi/180

Ex. 50/1 x pi/180

= 50pi/180

= simplify!

400

What are all the different types of functions?

Linear, exponential, rational, quadratic, and polynomial.

500

What is the correct format for a polynomial function?

f(x) = anx n + an−1x n−1 + . . . + a2x 2 + a1x + a0

500

What is specifically unique to rational functions?

They are the only type of function that (usually) has two asymptotes

500

Does y=log((1/9)x) have a horizontal stretch or compression?

Stretch
500

How do you change radians into degrees?

Multiply the radian by 180/pi

Ex. 2pi/1 x 180/pi

Pi's cross eachother out 

= 360


500

What types of functions are periodic on graphs?

Trigometric

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