Answer :
Since 64 is less than 173, we can't perform further division. So, our final answer is:
[tex]8241 /173 = 47[/tex] with a remainder of 64
1. Divide 8 by 1: 8 ÷ 1 = 8
2. Multiply the quotient (8) by the divisor (173): [tex]8 \times 173 = 1384[/tex]
3. Subtract the result (1384) from the dividend (8241): [tex]8241 - 1384 = 6857[/tex]
4. Bring down the next digit (4) from the dividend: 6857
5. Check if 68 (from 6857) can be divided by 173: It cannot, so we bring down the next digit (1)
6. Combine 68 and 1 to form 681
7. Divide 681 by 173:
- [tex]173 \times3 = 519[/tex] (closest multiple of 173 without exceeding 681)
- Subtract 519 from 681: [tex]681 - 519 = 162[/tex]
8. Bring down the next digit (1) from the dividend: 1621
9. Combine 162 and 1 to form 1621
10. Divide 1621 by 173:
- [tex]173 \times9 = 1557[/tex] (closest multiple of 173 without exceeding 1621)
- Subtract 1557 from 1621: [tex]1621 - 1557 = 64[/tex]
Complete correct question:
What is the answer to [tex]8241/173[/tex]?
