Answer :
To solve [tex]\(141 \div 73\)[/tex], you need to perform a division operation, which means finding out how many times 73 fits into 141.
Here's a detailed step-by-step breakdown:
1. Understand the Problem:
- You have 141, which you need to divide by 73.
2. Estimate the Whole Number Result:
- Check how many whole times 73 fits into 141. Since 73 is close to half of 141, it fits approximately 1 time in 141.
3. Calculate the Remainder:
- Multiply 73 by 1 (since 73 fits once), which gives 73.
- Subtract 73 from 141 to find the remainder: [tex]\(141 - 73 = 68\)[/tex].
4. Continue Dividing the Remainder:
- 68 is still left undivided by 73, so consider it as part of a decimal.
- If you wanted more precision, you could continue to sort out a decimal by considering it in terms of tenths, hundredths, etc.
5. Final Result:
- When you carry out the division 141 divided by 73, the answer is approximately 1.9315.
Thus, the result of [tex]\(141 \div 73\)[/tex] is about 1.9315.
Here's a detailed step-by-step breakdown:
1. Understand the Problem:
- You have 141, which you need to divide by 73.
2. Estimate the Whole Number Result:
- Check how many whole times 73 fits into 141. Since 73 is close to half of 141, it fits approximately 1 time in 141.
3. Calculate the Remainder:
- Multiply 73 by 1 (since 73 fits once), which gives 73.
- Subtract 73 from 141 to find the remainder: [tex]\(141 - 73 = 68\)[/tex].
4. Continue Dividing the Remainder:
- 68 is still left undivided by 73, so consider it as part of a decimal.
- If you wanted more precision, you could continue to sort out a decimal by considering it in terms of tenths, hundredths, etc.
5. Final Result:
- When you carry out the division 141 divided by 73, the answer is approximately 1.9315.
Thus, the result of [tex]\(141 \div 73\)[/tex] is about 1.9315.
