Find the specified function value.

f(x) = |4x - 9| for x = -5

Graph the following relation on a coordinate grid.

y = 2x - 1

Find the following specified function value.

$y=\sqrt{-3 x+7}$ for x = -14

Identify the type of function.

M(a) = 4

Find the domain and range of the relation. Tell whether each relation represents a function.

$$y=-4 x+7$$

Describe a piecewise function.

Describe in words the definition of translation.

HOW do you know which operation to use when solving an equation?

Identify the domain and range of the following relation. Then determine whether or not each relation represents a function.

{(2,9), (5,-1), (1,0), (4,8), (2,3), (7,-2), (6,5)}

Describe what it means to be a constant function.

What are the dependent and independent variables in the function $h(x)=-2 x^2+3 x-11 ?$

What is the inverse of the function y = 2x - 10?

A $y^{-1}=-\frac{1}{2} x+5$

B $y^{-1}=-2 x-5$

C $y^{-1}=2 x-5$

D $y^{-1}=\frac{1}{2} x+5$

What does it mean for a relation to be a function? Describe a function in your own words.

A graph of a function is shown. Using the graph, find the indicated function value; that is, given the inputs, find the outputs.

h(1), h(3), and h(4)