Division can be thought of as repeated subtraction of the divisor from the dividend.

For the problem: 195/7, one might ask how many groups of 7 can you subtract from 195?

Instead of subtracting one group of seven at a time, it is often more efficient to subtract multiples of chunks of seven. It is easier to deal with friendly chunks which are multiples of 10, 5, 2, and 1

I like to subtract the largest chunk I can. In this case I'll subtract 10 chunks at one time.

Since 125 still remains, I think I'll subtract another 10 chunks. Don't forget to keep a record of the number of chunks being subtracted. That will lead you to your answer.

With only 55 remaining, I can subtract 5 chunks and leave 20.

And because 2 times 7 is 14, I can subtract 2 chunks and leave only 6.

With only 6 remaining, no more chunks of 7 can be removed. So I am left with a remainder of 6.

How many 7s can you subtract from 195? You can subtract 27 groups (chunks) of 7. And you are left with a remainder of 6.
Our quotient is 27 r6.

This may seem a lengthy process. But for many students it is easier to understand than the traditional division algorithm.

And just like the traditional algorithm, it moves quickly once you understand how it works.