please help me solve long division :(

1.)8 divided by 6984
(0.00114548)
2.)48 divided by 7584
(0.00632911)
3.)35 divided by 19933
(0.00175588)
I know the answer to all of them but I don't know how to solve it the long way .

Mosey on over to

http://www.calculatorsoup.com/calculators/math/longdivisiondecimals.php

and you can do long division and specify a variety of decimal places you want to see. It shows all the steps involved.

Divide 6984 into 8.0000000.

6984 into 8.000 = .001 with remainder of 1016.

Drop the next zero to give you 10160, divided by 6984 = 1 with remainder of 3176.

Drop the next zero to give you 31760, divided by 6984 = 4 with remainder of 3824.

So far the answer is .00114. Continue process to get remaining values and do other problems

Sure, I can help you with long division. Here's how you can solve the long division problems step-by-step:

1.) 8 divided by 6984:

Step 1: Write the division problem in the long division format:
_______
6984 | 8

Step 2: Determine how many times the divisor (6984) can go into the first digit of the dividend (8).
Since 8 is less than 6984, the quotient will be a decimal. Start with 0 as the quotient.

Step 3: Multiply the divisor (6984) by the quotient (0), and write the result under the dividend:
_______
6984 | 8
- 6984

Step 4: Subtract the result (6984) from the first part of the dividend (8):
_______
6984 | 8
- 6984
--------
0

Step 5: Bring down the next digit from the dividend (0) and write it next to the 0 in the result:
_______
6984 | 80
- 6984
--------
0

Step 6: Again, determine how many times the divisor (6984) can go into the new dividend (80).
The quotient is still a decimal, so we continue with the next steps.

Step 7: Multiply the divisor (6984) by the quotient (0.0), and write the result under the current dividend:
_______
6984 | 80
- 6984
--------
0.0

Step 8: Subtract the result (6984) from the current part of the dividend (80):
_______
6984 | 80
- 6984
--------
0.00

Step 9: Since there are no more digits to bring down, the division is complete.
The final quotient is 0.00114548.

So, 8 divided by 6984 is approximately 0.00114548.

You can follow the same steps to solve the other two long division problems as well.

Sure, I can help you with long division. Here is the step-by-step process to solve each of the division problems you mentioned:

1) 8 divided by 6984:
- Begin by writing the dividend (the number you're dividing into) on the top: 8.
- Below the 8, write the divisor (the number you're dividing by): 6984.
- Determine how many times 6984 can go into 8 without exceeding 8. In this case, the answer is 0 because 6984 is significantly larger than 8.
- Write 0 above the division line and subtract 0 from 8, which results in 8.
- Since there are no remaining digits in the dividend, the division process ends. As a decimal, the answer is 0.00114548.

2) 48 divided by 7584:
- Write 48 as the dividend and 7584 as the divisor.
- Determine how many times 7584 can go into 48 without exceeding 48. The answer is again 0.
- Write 0 above the division line and subtract 0 from 48, which remains 48.
- Since there are no remaining digits in the dividend, the process ends. The decimal answer is 0.00632911.

3) 35 divided by 19933:
- Write 35 as the dividend and 19933 as the divisor.
- Determine how many times 19933 can go into 35 without exceeding 35. The answer is 0.
- Write 0 above the division line and subtract 0 from 35, which remains 35.
- As in the previous examples, there are no more digits in the dividend, so the process stops. The decimal answer is 0.00175588.

It's important to note that these examples are all division problems with remainders less than 1, which results in a decimal answer. If the remainder is not zero, you would typically have to use long division to find the quotient and remainder together.