Sure! Let's break down the division of [tex]\(9,876,452 \div 94\)[/tex] step-by-step:
1. We start by considering the first few digits of the dividend that are greater than the divisor. Here, we look at the number 987.
2. How many times does 94 fit into 987?
- 94 goes into 987 approximately 10 times because [tex]\(94 \times 10 = 940\)[/tex].
- Subtract 940 from 987, we get [tex]\(987 - 940 = 47\)[/tex].
3. Bring down the next digit from the dividend, making it 476.
4. How many times does 94 fit into 476?
- 94 goes into 476 about 5 times because [tex]\(94 \times 5 = 470\)[/tex].
- Subtract 470 from 476, we get [tex]\(476 - 470 = 6\)[/tex].
5. Bring down the next digit from the dividend, making it 65.
6. How many times does 94 fit into 65?
- 94 does not fit into 65, so we write 0 in the quotient and bring down the next digit. Now we have 654.
7. How many times does 94 fit into 654?
- 94 goes into 654 about 6 times because [tex]\(94 \times 6 = 564\)[/tex].
- Subtract 564 from 654, we get [tex]\(654 - 564 = 90\)[/tex].
8. Bring down the next digit from the dividend, making it 902.
9. How many times does 94 fit into 902?
- 94 goes into 902 nearly 9 times because [tex]\(94 \times 9 = 846\)[/tex].
- Subtract 846 from 902, we get [tex]\(902 - 846 = 56\)[/tex].
10. Finally, bring down the last digit, making it 562.
11. How many times does 94 fit into 562?
- 94 goes into 562 about 5 times because [tex]\(94 \times 5 = 470\)[/tex].
- Subtract 470 from 562, we get [tex]\(562 - 470 = 92\)[/tex].
By following these steps, we deduce the result of [tex]\(9,876,452 \div 94\)[/tex] which is [tex]\(105068.63829787234\)[/tex].
