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Why can not we place a number zero?

If the rules are changed in the world of accounting, many strange results may be recovered. But there is a law which is being warned us to not break. It is the rule that ‘never split zero’.

How can a common number and a process of accounting (distribution) cause any trouble?

Usually the smaller number you divide you will get the bigger the answer.For example, if you divide 10 to 2, answer 5 will come, in the same manner if divided by 10, the answer will come 10, if 10 divided by 1 million Will be.

If you divide a number from zero to a number, then the gain will become bigger.

See this, if we distribute 10 to zero, then it should be an endless response.Thus we find that if we distribute 10 to zero, the result will be equal to Infinity. (10/0 = ∞)

But it can not happen. The question is why?

It is important to know what the distribution (÷) is.

If we distribute 10 to 2, the answer will be 5, which means we have to multiply 2 to 5 to get 10. That is the division of the multiplication.

As a slice if we multiply a number with X, what number do we multiply with the answer we get again to get the number from where we started? He will be called a X-ray.

For example, if you multiply 3 to get 6, you will multiply it by 1 to 2 again.

I.e. 2. Similarly 10 percent of the total turnout was 10/10. If you notice, the answer will always come to 1 if any number is multiplied by its maximum loss.

Therefore, if we want to divide zero from a number, we first need to find out the exact deficit. Must be 1 \ 0.

If multiplied by 1 \ 0, the result will come 1. But because whatever goes wrong with zero, it is impossible to get any such type of numbers. Therefore no zero zero loss.

Watch the video to understand it