Forms of Linear Functions Practice

Forms of Linear Functions Practice

Hotspot

Identify quadrant 1 on the coordinate plane.

Graphing

Plot the following points on the graph:

(1,3)

(2,-4)

(0,5)

(-6,1)

(-7,-2)

Categorize

Options (8)

Sort the graphs depending on if their slope is positive, negative, zero, or undefined.

Positive slope

Negative slope

Zero Slope

Undefined slope

Dropdown

The slope of a line is ​

Select answer

over ​

Select answer

.

Match

Match each equation to the correct form.

• y=mx+b
• $$ax+by=c$$

• $$y-y_1=m\left(x-x_1\right)$$

Slope Intercept Form

Standard Form

Point Slope Form

• Slope Intercept Form
• Standard Form

• Point Slope Form

Graphing

$$y=2x-3$$

Math Response

Write the equation for the line shown in slope intercept form.

Type answer here

Correct Answer: y=2x+4

Deg^°

Rad

Graphing

Graph the equation shown in standard form. (Create a table or convert to slope intercept form.)

$$2x+3y=12$$

Math Response

Convert the equation into slope intercept form.

$$3x-y=9$$

Type answer here

Correct Answer: y=3x-9

Deg^°

Rad

Math Response

Write the equation of a line through (1,2) with a slope of -2 in point slope form.

Type answer here

Correct Answer: y-2=-2\left(x-1\right)

Deg^°

Rad

Math Response

Write the equation of the line through (2,4) and (-1,10) in point slope form.

Type answer here

Correct Answer: y-4=-2\left(x-2\right)

Deg^°

Rad

Graphing

Graph the equation of the line:

$$y-2\ =\ \frac{1}{2}\left(x+1\right)$$