I need examples on how to help my son do his homework. I'ts Long Division divide Multiply, Subtract then Pull down i have no idea how to do this can someone please help me???
examples on: 8divided by 96 and 6 divided by 84
http://www.aaastudy.com/div.htm
You will need to scroll down and read the directions for dividing decimals. Your son's problems are
8.00 divided by 96
and
6.00 divided by 84
You will end up with answers that begin with 0.0___
I bet you mean 96 divided by 8
**_1__________because 8 into 9 goes once_
8 |96
**_1___________ 1 times 8 is 8
8 |96
***8
***-- because 9-8 = 1
***1
**_1___________
8 |96
***8x bring down the six
***--
***16 so here is the six making 16
**_12__________8 into 16 is two
8 |96
***8x
***--
***16
**_12__________
8 |96
***8x
***--
***16
***16 two times eight is 16
-------
R = 0 because 16 - 16 = 0
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121 divied by 16 =
163/9
Of course, I can help you with that! Long division may seem a bit tricky at first, but with practice, you'll get the hang of it. Let's start with an example:
1. To solve 8 divided by 96, we start by writing 96 as the dividend (the number being divided) and place 8 as the divisor (the number we divide by) on the left side of the problem.
_______
8 | 96
2. Now, we ask ourselves, how many times can 8 fit into 9? The answer is 1. Write the quotient (the number you get after division) above the line on the right side.
_______
8 | 96
- 1
3. Next, we multiply the quotient (1) by the divisor (8) and write the result below the line.
_______
8 | 96
- 1
-----
8
4. Now, we need to subtract 8 from 9 (the dividend minus the result of our previous multiplication). Write the difference below the line.
_______
8 | 96
- 1
-----
8
5. We then bring down the next digit of the dividend, which is 6, placing it next to the previous difference.
_______
8 | 96
- 1
-----
8
6
6. We now repeat the process. How many times can 8 fit into 86? The answer is 10. Write 10 as the new quotient, above the line.
_______
8 | 96
- 1
-----
8
6
1
7. Multiply the new quotient (10) by the divisor (8) and write the result below the line.
_______
8 | 96
- 1
-----
8
80
8. Subtract 80 from 86.
_______
8 | 96
- 1
-----
8
80
-----
6
9. You're left with a remainder of 6, which means your final answer is 10 remainder 6 (10R6).
Now, let's move on to the next example: 6 divided by 84.
1. Write 84 as the dividend and place 6 as the divisor.
_______
6 | 84
2. How many times can 6 fit into 8? The answer is 1.
_______
6 | 84
- 1
3. Multiply the new quotient (1) by the divisor (6) and write the result.
_______
6 | 84
- 1
-----
6
4. Subtract 6 from 8.
_______
6 | 84
- 1
-----
6
5. Bring down the next digit of the dividend, which is 4.
_______
6 | 84
- 1
-----
6
4
6. How many times can 6 fit into 64? The answer is 10.
_______
6 | 84
- 1
-----
6
4
10
7. Multiply the new quotient (10) by the divisor (6) and write the result.
_______
6 | 84
- 1
-----
6
4
10
60
8. Subtract 60 from 64.
_______
6 | 84
- 1
-----
6
4
10
60
-----
4
9. The remainder is 4, so the final answer is 10 remainder 4 (10R4).
Remember to keep practicing, and you'll become more comfortable with long division!