Lesson 5.5 Linear vs. nonlinear functions

Lesson 5.5

Linear vs. Nonlinear

Functions

Fill in the Blanks

Fill in the Blanks

Fill in the Blanks

Fill in the Blanks

Multiple Select

To determine if a relation in a table is a linear function, I need to

• Use the vertical line test.

• Check $$\frac{\Delta y}{\Delta x}$$

  This rate of change must be the same.

• Look for the y-intercept.

• Look for the initial value.

Multiple Choice

Is this table showing a linear or nonlinear function?

• Linear, the slope is constant

• Nonlinear, the slope is not constant

Multiple Choice

Is this table showing a linear or nonlinear function?

• Linear, the slope is constant

• Nonlinear, the slope is not constant

Match

Match the following

Linear; it is written in form y=mx; m= 1/3

Nonlinear; x is in the denominator

nonlinear; x is squared; not in y=mx +b format

Linear; it is in y=mx+b; m=-2/5

nonlinear; taking the square root of x;

not in y=mx +b format

• Linear; it is written in form y=mx; m= 1/3

• Nonlinear; x is in the denominator

• nonlinear; x is squared; not in y=mx +b format

• Linear; it is in y=mx+b; m=-2/5

• nonlinear; taking the square root of x;

  not in y=mx +b format