Step-1 :
Make pair of digits of given number starting with digit at one's place. Put bar on each pair.

	70

Step-2 :
Now we have to multiply a number by itself such that the product `<=` 70

Here `8 xx 8=64<= 70`, So divisor is 8 and quotient is 8. Now do the division and get the remainder.

	8
8	70
	64
	6

Step-3 :
Now , we have to bring down 00 and quotient 8 is multiplied by 2 becomes 16, which is starting digit of new divisor

	8	.
8	70	.00
	64
16	6	00

Step-4 :
3 should be the digit at one's place of new divisor because when 163 is multiplied by 3 we get 489.
So new divisor is 163 and next digit of quotient is 3. Now do the division and get the remainder.

	8	.3
8	70	.00
	64
163	6	00
	4	89
	1	11

Step-5 :
Now , we have to bring down 00 and quotient 83 is multiplied by 2 becomes 166, which is starting digit of new divisor

	8	.3
8	70	.00	00
	64
163	6	00
	4	89
166	1	11	00

Step-6 :
6 should be the digit at one's place of new divisor because when 1666 is multiplied by 6 we get 9996.
So new divisor is 1666 and next digit of quotient is 6. Now do the division and get the remainder.

	8	.3	6
8	70	.00	00
	64
163	6	00
	4	89
1666	1	11	00
		99	96
		11	04

Step-7 :
Now , we have to bring down 00 and quotient 836 is multiplied by 2 becomes 1672, which is starting digit of new divisor

	8	.3	6
8	70	.00	00	00
	64
163	6	00
	4	89
1666	1	11	00
		99	96
1672		11	04	00

Step-8 :
6 should be the digit at one's place of new divisor because when 16726 is multiplied by 6 we get 100356.
So new divisor is 16726 and next digit of quotient is 6. Now do the division and get the remainder.

	8	.3	6	6
8	70	.00	00	00
	64
163	6	00
	4	89
1666	1	11	00
		99	96
16726		11	04	00
		10	03	56
		1	00	44

Step-9 :
Now , we have to bring down 00 and quotient 8366 is multiplied by 2 becomes 16732, which is starting digit of new divisor

	8	.3	6	6
8	70	.00	00	00	00
	64
163	6	00
	4	89
1666	1	11	00
		99	96
16726		11	04	00
		10	03	56
16732		1	00	44	00

Step-10 :
6 should be the digit at one's place of new divisor because when 167326 is multiplied by 6 we get 1003956.
So new divisor is 167326 and next digit of quotient is 6. Now do the division and get the remainder.

	8	.3	6	6	6
8	70	.00	00	00	00
	64
163	6	00
	4	89
1666	1	11	00
		99	96
16726		11	04	00
		10	03	56
167326		1	00	44	00
		1	00	39	56
				4	44

Step-1 :
Make pair of digits of given number starting with digit at one's place. Put bar on each pair.

	2	89	00

Step-2 :
Now we have to multiply a number by itself such that the product `<=` 2

Here `1 xx 1=1<= 2`, So divisor is 1 and quotient is 1. Now do the division and get the remainder.

	1
1	2	89	00
	1
	1

Step-3 :
Now , we have to bring down 89 and quotient 1 is multiplied by 2 becomes 2, which is starting digit of new divisor

	1
1	2	89	00
	1
2	1	89

Step-4 :
7 should be the digit at one's place of new divisor because when 27 is multiplied by 7 we get 189.
So new divisor is 27 and next digit of quotient is 7. Now do the division and get the remainder.

	1	7
1	2	89	00
	1
27	1	89
	1	89
		0

Step-5 :
Now , we have to bring down 00 and quotient 17 is multiplied by 2 becomes 34, which is starting digit of new divisor

	1	7
1	2	89	00
	1
27	1	89
	1	89
34			0

Step-6 :
0 should be the digit at one's place of new divisor because when 340 is multiplied by 0 we get 0.
So new divisor is 340 and next digit of quotient is 0. Now do the division and get the remainder.

	1	7	0
1	2	89	00
	1
27	1	89
	1	89
340			0
			0
			0

Step-1 :
Make pair of digits of given number starting with digit at one's place. Put bar on each pair.

	1	01

Step-2 :
Now we have to multiply a number by itself such that the product `<=` 1

Here `1 xx 1=1<= 1`, So divisor is 1 and quotient is 1. Now do the division and get the remainder.

	1
1	1	01
	1
	0

Step-3 :
Now , we have to bring down 01 and quotient 1 is multiplied by 2 becomes 2, which is starting digit of new divisor

	1
1	1	01
	1
2		1

Step-4 :
0 should be the digit at one's place of new divisor because when 20 is multiplied by 0 we get 0.
So new divisor is 20 and next digit of quotient is 0. Now do the division and get the remainder.

	1	0
1	1	01
	1
20		1
		0
		1

Step-5 :
Now , we have to bring down 00 and quotient 10 is multiplied by 2 becomes 20, which is starting digit of new divisor

	1	0	.
1	1	01	.00
	1
20		1
		0
20		1	00

Step-6 :
0 should be the digit at one's place of new divisor because when 200 is multiplied by 0 we get 0.
So new divisor is 200 and next digit of quotient is 0. Now do the division and get the remainder.

	1	0	.0
1	1	01	.00
	1
20		1
		0
200		1	00
			0
		1	00

Step-7 :
Now , we have to bring down 00 and quotient 100 is multiplied by 2 becomes 200, which is starting digit of new divisor

	1	0	.0
1	1	01	.00	00
	1
20		1
		0
200		1	00
			0
200		1	00	00

Step-8 :
4 should be the digit at one's place of new divisor because when 2004 is multiplied by 4 we get 8016.
So new divisor is 2004 and next digit of quotient is 4. Now do the division and get the remainder.

	1	0	.0	4
1	1	01	.00	00
	1
20		1
		0
200		1	00
			0
2004		1	00	00
			80	16
			19	84

Step-9 :
Now , we have to bring down 00 and quotient 1004 is multiplied by 2 becomes 2008, which is starting digit of new divisor

	1	0	.0	4
1	1	01	.00	00	00
	1
20		1
		0
200		1	00
			0
2004		1	00	00
			80	16
2008			19	84	00

Step-10 :
9 should be the digit at one's place of new divisor because when 20089 is multiplied by 9 we get 180801.
So new divisor is 20089 and next digit of quotient is 9. Now do the division and get the remainder.

	1	0	.0	4	9
1	1	01	.00	00	00
	1
20		1
		0
200		1	00
			0
2004		1	00	00
			80	16
20089			19	84	00
			18	08	01
			1	75	99

Step-11 :
Now , we have to bring down 00 and quotient 10049 is multiplied by 2 becomes 20098, which is starting digit of new divisor

	1	0	.0	4	9
1	1	01	.00	00	00	00
	1
20		1
		0
200		1	00
			0
2004		1	00	00
			80	16
20089			19	84	00
			18	08	01
20098			1	75	99	00

Step-12 :
8 should be the digit at one's place of new divisor because when 200988 is multiplied by 8 we get 1607904.
So new divisor is 200988 and next digit of quotient is 8. Now do the division and get the remainder.

	1	0	.0	4	9	8
1	1	01	.00	00	00	00
	1
20		1
		0
200		1	00
			0
2004		1	00	00
			80	16
20089			19	84	00
			18	08	01
200988			1	75	99	00
			1	60	79	04
				15	19	96