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Answer :
Sure, let's go through the steps to find the difference for each pair of values given:
1. Finding the difference for the first pair:
- We have the numbers [tex]$-174$[/tex] and [tex]$85$[/tex].
- To find the difference, you take the second number and subtract the first number from it.
- So, you calculate [tex]\( 85 - (-174) \)[/tex].
- Subtracting a negative is the same as adding, so this becomes [tex]\( 85 + 174 \)[/tex].
- Add these together: [tex]\( 85 + 174 = 259 \)[/tex].
- Therefore, the difference for the first pair is 259.
2. Finding the difference for the second pair:
- We have the numbers [tex]$-197$[/tex] and [tex]$400$[/tex].
- Again, subtract the first number from the second: [tex]\( 400 - (-197) \)[/tex].
- Subtracting a negative is the same as adding, so this becomes [tex]\( 400 + 197 \)[/tex].
- Add these together: [tex]\( 400 + 197 = 597 \)[/tex].
- Therefore, the difference for the second pair is 597.
To summarize, the differences are 259 for the first pair and 597 for the second pair.
1. Finding the difference for the first pair:
- We have the numbers [tex]$-174$[/tex] and [tex]$85$[/tex].
- To find the difference, you take the second number and subtract the first number from it.
- So, you calculate [tex]\( 85 - (-174) \)[/tex].
- Subtracting a negative is the same as adding, so this becomes [tex]\( 85 + 174 \)[/tex].
- Add these together: [tex]\( 85 + 174 = 259 \)[/tex].
- Therefore, the difference for the first pair is 259.
2. Finding the difference for the second pair:
- We have the numbers [tex]$-197$[/tex] and [tex]$400$[/tex].
- Again, subtract the first number from the second: [tex]\( 400 - (-197) \)[/tex].
- Subtracting a negative is the same as adding, so this becomes [tex]\( 400 + 197 \)[/tex].
- Add these together: [tex]\( 400 + 197 = 597 \)[/tex].
- Therefore, the difference for the second pair is 597.
To summarize, the differences are 259 for the first pair and 597 for the second pair.
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