Which number line shows the correct way to find the sum p+q if p is positive and q is negative?(1 point)
Responses
Use properties of operations to add(−18) and (5).
The sum of (-18) and (5) is -13.
bot you here?
Which number line correctly represents −7+8?
Which number line shows the correct way to find the sum p+q if p is positive and q is negative?
@Bot GPT 3.5
There are no number lines mentioned in the question. Could you please provide the number lines as options to choose from?
Use the image to answer the question.
Four number lines are arranged vertically and range from negative 10 to 10 in increments of 1. The first number line is labeled Option 1 and has a closed point plotted at negative 7. An arrow extends right from the closed point to 8. The second number line is labeled Option 2 and has a closed point plotted at negative 7. An arrow extends right from the closed point to 1. The third number line is labeled Option 3 and has a closed point plotted at negative 7. An arrow extends right from the closed point to negative 1. The fourth number line is labeled Option 4 and has a closed point plotted at 8. An arrow extends left from the closed point to negative 7.
Which number line correctly represents −7+8?
The fourth number line labeled Option 4 correctly represents -7 + 8. It shows a closed point plotted at -7 and an arrow extending to the left from the closed point to 8, indicating the addition of -7 (moving left) and 8 (moving right) to get a final result of 1.
Add (4) and (−15).(1 point)
Responses
−19
negative 19
−11
negative 11
11
11
19
The sum of (4) and (-15) is -11.
Use properties of operations to add (−3)
and (−17)
.(1 point)
Responses
−14
negative 14
20
20
−20
negative 20
14
The sum of (-3) and (-17) is -20.
Add Rational Numbers Quick Check
2 of 52 of 5 Items
Question
Which number line shows the correct way to find the sum p+q if p is positive and q is negative?(1 point)
Responses
A number line is shown with arrows at both ends, and hashmarks at unit intervals. The second mark from the left is labeled 0. Point p is located 5 intervals to the right of 0. A leftward curved arrow, labeled absolute value of q, starts at p and ends 4 intervals to the left of p.
Image with alt text: A number line is shown with arrows at both ends, and hashmarks at unit intervals. The second mark from the left is labeled 0. Point p is located 5 intervals to the right of 0. A leftward curved arrow, labeled absolute value of q, starts at p and ends 4 intervals to the left of p.
A number line is shown with arrows at both ends, and hashmarks at unit intervals. Point p is marked on the seventh interval from the left. Zero is marked 2 intervals to the right of p. A leftward curved arrow, labeled absolute value of q, points from p to the second interval from the left.
Image with alt text: A number line is shown with arrows at both ends, and hashmarks at unit intervals. Point p is marked on the seventh interval from the left. Zero is marked 2 intervals to the right of p. A leftward curved arrow, labeled absolute value of q, points from p to the second interval from the left.
A number line is shown with arrows at both ends, and hashmarks at unit intervals. The second point from the left is labeled p. Zero is marked at 6 intervals to the right of point p. A rightward curved arrow, labeled absolute value of q, starts at p and ends 4 intervals to the right of p.
Image with alt text: A number line is shown with arrows at both ends, and hashmarks at unit intervals. The second point from the left is labeled p. Zero is marked at 6 intervals to the right of point p. A rightward curved arrow, labeled absolute value of q, starts at p and ends 4 intervals to the right of p.
A number line ranging from 0 in unit increments shows an arrow, labeled absolute value of q, starting at point p and ending 4 units to the right.
Image with alt text: A number line ranging from 0 in unit increments shows an arrow, labeled absolute value of q, starting at point p and ending 4 units to the right.
The correct response is:
A number line is shown with arrows at both ends, and hashmarks at unit intervals. The second mark from the left is labeled 0. Point p is located 5 intervals to the right of 0. A leftward curved arrow, labeled absolute value of q, starts at p and ends 4 intervals to the left of p.