936 divided with 0.12
Please show me the process but not simple division
To divide 936 by 0.12, follow these steps:
Step 1: Convert the divisor (0.12) into a whole number by multiplying both the numerator and denominator by 100 (to remove the decimal):
0.12 * 100 = 12
Step 2: Now, divide the dividend (936) by the whole number divisor (12) using traditional long division:
_______
12 | 936
Step 3: Start by dividing the first digit of the dividend (9) by the divisor (12). Since 9 is smaller than 12, we need to bring down the next digit of the dividend.
- Bring down the next digit of the dividend (3) next to the remainder (9).
- Divide 93 by 12. The quotient is 7 and the remainder is 9.
7
_______
12 | 936
- 84
-----
56
Step 4: Now, bring down the next digit of the dividend (6) next to the remainder (56).
- Divide 566 by 12. The quotient is 47 and the remainder is 2.
77
_______
12 | 936
- 84
-----
566
- 564
-----
2
Step 5: Since there are no more digits to bring down, the division process is complete.
- The final quotient is 77, with a remainder of 2.
Therefore, 936 divided by 0.12 equals 77 with a remainder of 2.
To divide 936 by 0.12, we can use long division. Here is the step-by-step process:
1. Write the dividend (936) inside the long division symbol.
_______
0.12 | 936
2. We start by dividing the first digit of the dividend (9) by the divisor (0.12). The result is 75 and we write it above the line, on the right side:
75
_______
0.12 | 936
3. Now, we multiply the divisor (0.12) by the quotient (75). The result is 9, which we write below the line, directly beneath the first digit of the dividend:
75
× 0.12
9
_______
0.12 | 936
4. Below the 9, we subtract the product (9) from the first digit of the dividend (9). The difference is 0, so we write it underneath the 9:
75
× 0.12
90
-----
0
_______
0.12 | 936
5. We bring down the next digit of the dividend (3) and write it next to the 0:
75
× 0.12
90
-----
03
_______
0.12 | 936
6. We divide the new dividend (3) by the divisor (0.12). The result is 25. We write this number next to the previous quotient:
75
× 0.12
90
-----
025
_______
0.12 | 936
7. We multiply the divisor (0.12) by the new quotient (25). The product is 3, which we write below the new dividend:
75
× 0.12
90
-----
025
× 0.12
3
_______
0.12 | 936
8. Finally, we subtract the new product (3) from the current dividend (25). The difference is 2, so we write it underneath the 3:
75
× 0.12
90
-----
025
× 0.12
30
-----
2
_______
0.12 | 936
9. Since we have no more digits to bring down, the process ends. The quotient is 750 and the remainder is 2.
Therefore, 936 divided by 0.12 equals 750 with a remainder of 2.
but the process is simple division!
You could do a normal division of 936/12, then move the decimal point 2 places to the right.
936/12 = 78, so
936/.12 = 7800
or, you could factor out common factors to get smaller numbers to work with:
936/.12 = 468/.06 = 234/.03 = 78/.01 = 7800