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Slope of a Line Practice
Practice Problem #1
Find the slope between the points (-4, 1), (0, -2)
Start by substituting in the values given.
Practice Problem #2
Find the slope between the points (0, -2), (-3, -8)
Start by substituting in the values given.
m = 2
Practice Problem #3
If you were traveling from left to right on a line and you said you were going downhill would the slope be positive or negative?
Answer: negative
Practice Problem #4
Write the equation 3x + y = 8 in slope intercept form.
What can you do to isolate the y variable?
-3x + 3x + y = 8 -3x
Rearrange the right side of the equation so the x term is listed first.
y = -3x + 8
What is m? Answer: -3
What are the coordinates of the y intercept? (0, 8)
Practice Problem #5
the equation -5x - 2y = 2 in slope intercept form.
What can you do to isolate the y variable?
-5x - 5x - 2y = 2 + 5x
Rearrange the right side of the equation so the x term is listed first.
-2y = 5x + 2
We ned to get the y term so that it has ano coefficient. What should you do?
What is m? Answer:
What are the coordinates of the y intercept? (0, -1)
Practice Problem #6
Calculate the slope between the two points. (-3, -2) and (-1, -1)
Choose from these answers:
Answer: a.
Practice Problem #7
Identify the general description of the line with given slope. A line with a slope of 0 is ___.
Choose from these answers:
- uphill (moving left to right)
- downhill (moving left to right)
- horizontal
- vertical
Answer: c. horizontal
Practice Problem #8
Identify the general description of the line with given slope. A line with a negative slope is ___.
Choose from these answers:
- uphill (moving left to right)
- downhill (moving left to right)
- horizontal
- vertical
Answer: b. downhill (moving left to right)
Practice Problem #9
Determine the slope of the line of each linear equation. 9x –3y = 4
Choose from these answers:
- 3
- 1
Answer: a. 3
Practice Problem #10
Calculate the slope between the two points. (-2, 0) and (5, -1)
Choose from these answers:
- 2
- 7
Answer: d.