Slope of a Line

Front

Calculate the slope of the line shown in the coordinate plane.

Back

1/3

Front

Prove that the slope between points (-2,1.5) and (0,0.5) is the same as the slope between points (-2,1.5) and (2,-0.5)

Back

Both of the slopes are -1/2.

Front

Find the slope of the line through the points (12,-18), (11,12).

Back

-30

Front

Find the slope of the line. 2x+3y=9 (Remember: y=mx+b)

Back

-2/3

Front

Find the slope of the line.

Back

3

Front

Write an equation if the slope is ¾ and the y-intercept is -4

Back

y=3/4-4

Front

Write an equation for the costs of garage A.

Back

y=2x+1

Front

Write an equation for the costs of garage B.

Back

y=x+5

Front

Two parking garages charge different entrance fees and prices per hour. Garage A’s prices for parking are shown in the graph below. Garage B charges a $5 initial fee to enter and then charges an additional $1 for every hour. Determine which garage charges more after 5 hours.

Back

Garage A

Front

Which of the following is a true statement?
Options: The slope and unit rate are always the same for any function.
The slope and unit rate are never the same for any function.
The slope and unit rate are always the same for a proportional relationship.
The slope and unit rate are sometimes the same for a proportional relationship.

Back

The slope and unit rate are always the same for a proportional relationship.