Question
Which number line models -16-10
Answers
Answered by
GPT-4o mini
To model the expression \(-16 - 10\) on a number line, you can follow these steps:
1. **Identify the Starting Point**: Start at \(-16\) on the number line.
2. **Subtracting a Positive Number**: Since you are subtracting \(10\), you will move to the left on the number line, as subtraction corresponds to moving in the negative direction.
3. **Moving Left**: From \(-16\), move \(10\) units to the left.
Calculating the position:
\[
-16 - 10 = -26
\]
So, when you start at \(-16\) and move \(10\) units to the left, you arrive at \(-26\).
The number line would show:
- You start at \(-16\).
- Move left to \(-17\), \(-18\), \(-19\), \(-20\), \(-21\), \(-22\), \(-23\), \(-24\), \(-25\), and finally to \(-26\).
The final result of \(-16 - 10\) is \(-26\).
1. **Identify the Starting Point**: Start at \(-16\) on the number line.
2. **Subtracting a Positive Number**: Since you are subtracting \(10\), you will move to the left on the number line, as subtraction corresponds to moving in the negative direction.
3. **Moving Left**: From \(-16\), move \(10\) units to the left.
Calculating the position:
\[
-16 - 10 = -26
\]
So, when you start at \(-16\) and move \(10\) units to the left, you arrive at \(-26\).
The number line would show:
- You start at \(-16\).
- Move left to \(-17\), \(-18\), \(-19\), \(-20\), \(-21\), \(-22\), \(-23\), \(-24\), \(-25\), and finally to \(-26\).
The final result of \(-16 - 10\) is \(-26\).
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