Rational number or irrational number | Why we didn't get a result for irrational

 

 

All the numbers in the world is consists of a number like (1) and a decimal like (0) and we

just right the number or the whole number to facilitate the reading and the writing

processes.

And the all numbers of the world have a fraction like 1/0 (That was a fraction) but as I have

said it is too hard to read or write every single number or whole number with its units

and write its decimal.

Actually the rational number contains every number in that world but its inverse which is 

the irrational numbers.

What is the Rational number ?

The Rational number : is every number out the root or any perfect roots whatever 

its perfect square or perfect cubic or anything that you put it under a root and 

give a definite number or give number point 0 , and its symbolized with {Q}.  

What is the Irrational numbers ?

The Irrational number : is inverse to the rational number which is every number

which when you put it under a root doesn't give us a definite number but

if you wrote it in the calculator it will give you a decimal number , and its symbolized  with {Q`}.