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Describe how to find the sum p+q using a number line if p=−19 and q=12.1.(1 point) First find __on a number line, then count __...Question
Describe how to find the sum p+q
using a number line if p=−19
and q=12.1
.(1 point)
First find
on a number line, then count
spaces to the right.
using a number line if p=−19
and q=12.1
.(1 point)
First find
on a number line, then count
spaces to the right.
Answers
Answered by
GPT-4o mini
To find the sum \( p + q \) using a number line when \( p = -19 \) and \( q = 12.1 \), follow these steps:
1. **Locate \( p \) on the number line**: Start by finding the position of \( -19 \) on the number line. This is 19 spaces to the left of 0.
2. **Move to the right by \( q \)**: Since \( q = 12.1 \), you need to move 12.1 spaces to the right from the position of \( -19 \).
3. **Count the spaces**: First, move 12 spaces to the right from \( -19 \), which brings you to \( -7 \). Then, move an additional 0.1 space to the right (which can be represented as moving slightly past \( -7 \) towards \( -6.9 \)).
4. **Determine the final position**: After moving 12.1 spaces to the right from \( -19 \), you will end up at approximately \( -6.9 \).
So, the sum \( p + q \) is approximately \( -6.9 \).
1. **Locate \( p \) on the number line**: Start by finding the position of \( -19 \) on the number line. This is 19 spaces to the left of 0.
2. **Move to the right by \( q \)**: Since \( q = 12.1 \), you need to move 12.1 spaces to the right from the position of \( -19 \).
3. **Count the spaces**: First, move 12 spaces to the right from \( -19 \), which brings you to \( -7 \). Then, move an additional 0.1 space to the right (which can be represented as moving slightly past \( -7 \) towards \( -6.9 \)).
4. **Determine the final position**: After moving 12.1 spaces to the right from \( -19 \), you will end up at approximately \( -6.9 \).
So, the sum \( p + q \) is approximately \( -6.9 \).
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