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Answer :
Sure! Let's break down the calculations into simple steps:
1. First Calculation: [tex]\(4.53 + (-5.34)\)[/tex]:
- Start with the number 4.53.
- When you add a negative number, it's the same as subtracting its absolute value. So here, you're essentially doing [tex]\(4.53 - 5.34\)[/tex].
- Subtract 5.34 from 4.53:
- This requires adjusting the numbers: since 5.34 is greater than 4.53, the result will be negative.
- After subtracting, you get [tex]\(-0.81\)[/tex].
2. Second Calculation: [tex]\(-4.7 + 38.5\)[/tex]:
- Start with the number -4.7.
- Add 38.5 to [tex]\(-4.7\)[/tex].
- Essentially, you're performing the operation: [tex]\(38.5 - 4.7\)[/tex].
- Subtract 4.7 from 38.5:
- Since 38.5 is greater, the result will be positive.
- After subtraction, you end up with 33.8.
So, the final results of the calculations are:
- [tex]\(4.53 + (-5.34) = -0.81\)[/tex]
- [tex]\(-4.7 + 38.5 = 33.8\)[/tex]
1. First Calculation: [tex]\(4.53 + (-5.34)\)[/tex]:
- Start with the number 4.53.
- When you add a negative number, it's the same as subtracting its absolute value. So here, you're essentially doing [tex]\(4.53 - 5.34\)[/tex].
- Subtract 5.34 from 4.53:
- This requires adjusting the numbers: since 5.34 is greater than 4.53, the result will be negative.
- After subtracting, you get [tex]\(-0.81\)[/tex].
2. Second Calculation: [tex]\(-4.7 + 38.5\)[/tex]:
- Start with the number -4.7.
- Add 38.5 to [tex]\(-4.7\)[/tex].
- Essentially, you're performing the operation: [tex]\(38.5 - 4.7\)[/tex].
- Subtract 4.7 from 38.5:
- Since 38.5 is greater, the result will be positive.
- After subtraction, you end up with 33.8.
So, the final results of the calculations are:
- [tex]\(4.53 + (-5.34) = -0.81\)[/tex]
- [tex]\(-4.7 + 38.5 = 33.8\)[/tex]
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