Question 16 of 25
If the slope of a line is positive, it means that the line is ...
A. going "uphill" from left to right
B. going "downhill" from left to right
C. vertical

10/28/2019
APUS CLE : MATH110 D020 Sum 19 : Tests & Quizzes
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D. Staying level from left to right
Part 17 of 25 -
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Question 17 of 25
Match the visual description to the type of slope.
A. 0
B. negative
C. positive
D. undefined
C
1. Uphill from left to right
B
2. Downhill from left to right
A
3. Horizontal
D
4. Vertical
Part 18 of 25 -
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Question 18 of 25
Find the slope of the straight line that passes through the following pair of points: (- 5, 3) and (- 5,
- 3).

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Part 19 of 25 -
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Question 19 of 25
Rewrite the given equation in slope-intercept form:
- 3x + y = 5

10/28/2019
APUS CLE : MATH110 D020 Sum 19 : Tests & Quizzes
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D. y = 3x + 5
Feedback: Excellent!
E. y = - 3x + 5
Part 20 of 25 -
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Question 20 of 25
Choose the location of the point (0, - 6)

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Complete the ordered pair (-6, ) so that it is a solution to the equation:
y = - x - 2
E. Negative x-axis
F. Quadrant II
G. Quadrant IV
H. Positive x-axis
Part 21 of 25 -
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Question 21 of 25
Complete the ordered pair (-6, ) so that it is a solution to the equation:
y = - x - 2
A. (-6, 4)

Feedback: Correct! You replace the x in the equation with the first coordinate of the ordered pair and solve
for y. Good job with your signs!

10/28/2019
APUS CLE : MATH110 D020 Sum 19 : Tests & Quizzes
9/10