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Answer :
Sure, let's solve the problem step by step:
1. Compute [tex]\(37.6 + (-6.2)\)[/tex]:
- Start with the number 37.6.
- You need to add -6.2 to it. Adding a negative number is the same as subtracting the positive of that number.
- Therefore, this operation is the same as [tex]\(37.6 - 6.2\)[/tex].
- Subtract 6.2 from 37.6, which gives you 31.4.
2. Compute [tex]\(3.9 - 36.24\)[/tex]:
- Start with the number 3.9.
- Now subtract 36.24 from it.
- Since 36.24 is larger than 3.9, you'll end up with a negative number.
- Subtracting 36.24 from 3.9 gives -32.34.
So, the final results are:
- [tex]\(37.6 + (-6.2) = 31.4\)[/tex]
- [tex]\(3.9 - 36.24 = -32.34\)[/tex]
1. Compute [tex]\(37.6 + (-6.2)\)[/tex]:
- Start with the number 37.6.
- You need to add -6.2 to it. Adding a negative number is the same as subtracting the positive of that number.
- Therefore, this operation is the same as [tex]\(37.6 - 6.2\)[/tex].
- Subtract 6.2 from 37.6, which gives you 31.4.
2. Compute [tex]\(3.9 - 36.24\)[/tex]:
- Start with the number 3.9.
- Now subtract 36.24 from it.
- Since 36.24 is larger than 3.9, you'll end up with a negative number.
- Subtracting 36.24 from 3.9 gives -32.34.
So, the final results are:
- [tex]\(37.6 + (-6.2) = 31.4\)[/tex]
- [tex]\(3.9 - 36.24 = -32.34\)[/tex]
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