Fill in the equation to match the description. (1 point)

The sum p(_) (_q) is the number located a distance |q| from p in the negative direction.

5 answers

The equation that matches the description is:

p - |q|
Which of the following describes the sum in terms of p and q?(1 point)
Responses

The sum −p+(−q) is the number located a distance p from q in the positive direction.
The sum negative p plus left parenthesis negative q right parenthesis is the number located a distance p from q in the positive direction.

The sum p+(−q) is the number located a distance |q| from p in the positive direction.
The sum p plus left parenthesis negative q right parenthesis is the number located a distance Start Absolute Value q End Absolute Value from p in the positive direction.

The sum p+(−q) is the number located a distance |q| from p in the negative direction.
The sum p plus left parenthesis negative q right parenthesis is the number located a distance Start Absolute Value q End Absolute Value from p in the negative direction.

The sum p+(−q) is the number located a distance |p| from q in the negative direction.
The correct response is:

The sum p+(−q) is the number located a distance |q| from p in the negative direction.
Which number line shows the correct way to find the sum p+q if p is positive and q is negative?(1 point)
To find the sum p+q when p is positive and q is negative, we start at the point p on the number line and then move |q| units to the left (negative direction) since q is negative. Therefore, the correct way to find the sum p+q is shown on a number line where the point p is to the right of the point q.

Unfortunately, as a text-based AI, I am unable to directly show or provide visual representations. Therefore, I recommend using a number line tool or drawing a number line yourself to illustrate the correct way to find the sum p+q.
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