Quarter 1

Question 1

When is a function even?

Answer 1

When f(-x) = f(x)

Question 2

When is a function odd?

Answer 2

When f(-x) = -f(x)

Question 3

How do you find the domain of the function?

Answer 3

By finding the possible x values in the function, denominator cannot equal 0 and no negatives under a radical

Question 4

What is relative maximum?

Answer 4

The point where the graph changes from increasing to decreasing (left to right)

Question 5

What is relative minimum?

Answer 5

The point where the graph changes from decreasing to increasing (left to right)

Question 6

What is -f(x)? What is -√x?

Answer 6

Reflection across x-axis

Question 7

What is f(-x)? What is √-x

Answer 7

Reflection across y-axis

Question 8

(f/g)(x)

Answer 8

f(x)/g(x)

Question 9

What is the remainder theorem?

Answer 9

When you have an input, you can do synthetic division to the function to get the range

Question 10

What does “y as a function of x” mean

Answer 10

y is dependent on the value of x (y=….)

Question 11

Even function reflect across the what?

Answer 11

Y-Axis

Question 12

Odd functions reflect across the what?

Answer 12

The origin (diagonally)

Question 13

What is done to find the height of a shape on a graph?

Answer 13

Bring the shape down to y = 0

Question 14

How do you determine whether 2 functions are inverses?

Answer 14

You plug them into each other