I'm no mathematician, nor am I any good at math, but I somehow came across this odd set of equations that seem to always work out, with an exception. I was just messing around on my calculator, when the following equations seemed to work themselves out to me.

IF a*b=c

THEN c/sqrt b=x=a*sqrt b

AND c/sqrt a=y=b*sqrt a

EXCEPT IF a or b=0

I will post some examples below, as proof.

DISCLAIMER: All numbers are rounded to the nearest thousandth.

Ex 1.

95*42=3990

3990/sqrt 42=615.670=95*sqrt 42

3990/sqrt 92=409.365=42*sqrt 95

Ex 2.

0*5=0

0/sqrt 5=0=0*sqrt 5

2.236 is not equal to 0

0/sqrt 0=undefined, cannot devide by 0

5*sqrt 0=0

Ex 3.

3*9=27

27/sqrt 9=9=3*sqrt 9

27/sqrt 3=15.588=9*sqrt 3

If anyone can tell me if this has any significance, or what it has to do with, then please contact me.

Thanks