9.48÷4 long division
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To divide 9.48 by 4 using long division, follow these steps:
Step 1: Write the division problem in long division format:
______
4 | 9.48
Step 2: Divide the first digit of the dividend (9) by the divisor (4). Write the result (2) above the division line, directly to the right of the dividend digit:
2
______
4 | 9.48
Step 3: Multiply the divisor (4) by the quotient digit (2), and write the result (8) beneath the dividend digits that were used:
2
______
4 | 9.48
- 8
Step 4: Subtract the result of the multiplication (8) from the first part of the dividend (9):
2
______
4 | 9.48
- 8
-----
1
Step 5: Bring down the next digit from the dividend (the decimal point does not come down):
2.1
______
4 | 9.48
- 8
-----
1
Step 6: Divide the new dividend (14) by the divisor (4) and write the new quotient digit (3) above the division line, directly to the right of the previous quotient digit:
2.13
______
4 | 9.48
- 8
-----
1
4
- 12
-----
2
Step 7: Multiply the divisor (4) by the new quotient digit (3), and write the result (12) beneath the digits used in the previous step:
2.13
______
4 | 9.48
- 8
-----
1
4
- 12
-----
2
Step 8: Subtract the result of the multiplication (12) from the previous result (14):
2.13
______
4 | 9.48
- 8
-----
1
4
- 12
-----
2
1
Step 9: Bring down the next digit (the decimal point does not come down):
2.13
______
4 | 9.48
- 8
-----
1
4
- 12
-----
2
1
Step 10: There are no more digits to bring down. The final quotient is 2.13.
To solve the division problem 9.48 ÷ 4 using long division, follow these steps:
Step 1: Write the dividend (9.48) and divisor (4) in long division format:
________
4 | 9.48
Step 2: Determine how many times the divisor (4) can fit into the first digit of the dividend (9). In this case, 4 can fit into 9 two times. Write the quotient above the line:
_2
4 | 9.48
Step 3: Multiply the divisor (4) by the quotient (2) and write the product below the line, aligned with the dividend's second digit:
_2
4 | 9.48
-8
----
Step 4: Subtract the product (8) from the first two digits of the dividend (9.48 - 8 = 1.48). Write the result below the line:
_2
4 | 9.48
-8
----
1.48
Step 5: Bring down the next digit of the dividend (the 4):
_2.3
4 | 9.48
-8
----
1.48
-1.2
Step 6: Determine how many times the divisor (4) can fit into the new dividend (12). In this case, 4 can fit into 12 three times. Write the new quotient above the line:
_2.3
4 | 9.48
-8
----
1.48
-1.2
----
0.28
Step 7: Multiply the divisor (4) by the new quotient (3) and write the product below the line, aligned with the second decimal place of the dividend:
_2.3
4 | 9.48
-8
----
1.48
-1.2
----
0.28
-0.24
Step 8: Subtract the product (0.24) from the remaining digits of the dividend (0.28 - 0.24 = 0.04). Write the result below the line:
_2.3
4 | 9.48
-8
----
1.48
-1.2
----
0.28
-0.24
-----
0.04
Step 9: There are no more digits to bring down, so the process is complete. The quotient is 2.3 with a remainder of 0.04.
Therefore, the result of the division 9.48 ÷ 4 is approximately 2.3, with a remainder of 0.04.