User:Theirs sumit

sometimes you noticed that there is a problem in maths that you have to find the square of rational and irrational number.today on dated 29 august I was finding some theorems of squares of number. And I found a new theorem and I named it "Ingles theorem"

AND THAT THEOREM IS

A^2/b^2= c^2

And that is

"A"square upon "B" Square= "C"SQAURE

I DON'T KNOW THAT IF ANYONE FOUNDED THAT THEOREM IN MATHS

BUT, I HAD SEARCH ON INTERNET, THERE IS NO RESULT FOR THIS SQUARE THEOREM

OK let prove that theorem

GIVEN:a,b,c are three any numbers

To PROVE: a^2/b^2= c^2

PROOF: SUPPOSE there are three numbers a,b and c

Let take c the qoutient and a is the divident and b is diviser

a/b=c

taking squares on both sides

a^2/b^2=c^2

thus proved

so by using this theorem we can easy calculate the squares of rational and irrational numbers

for example we take an rational number

suppose 4/3=1.333....and so on

and to calculate the square of 1.333...

use the ingles theorem

a^2/b^2=c^2

square of the 4/3= 16/9

and 16/9=1.777...and so on

hence the square of 1.333.... is 1.777....

it quit interesting
 * sumit ingle=ingles theorem |