\(|x| > |y|?\)
\((1) x - y > 0\)
This means\(x>y\) , lets check somevalues:
\(x = 5\) &\(y = 4, 5 - 4 = 1\) , when substituted in the equation\(|x| > |y|\) we get equation isTRUE
\(x = 5\) &\(y = -6, 5 - (-6) = 11\) when substituted in the equation\(|x| > |y|\) we get equation is FALSE
As we are getting two different values=====> Eq. (1) is NOT SUFFICIENT
\((2) y > 0\)
This does not tell us anything about x
=====> Eq. (2) is NOT SUFFICIENT
Combining (1) & (2)
We
...
\((1) x - y > 0\)
This means\(x>y\) , lets check somevalues:
\(x = 5\) &\(y = 4, 5 - 4 = 1\) , when substituted in the equation\(|x| > |y|\) we get equation isTRUE
\(x = 5\) &\(y = -6, 5 - (-6) = 11\) when substituted in the equation\(|x| > |y|\) we get equation is FALSE
As we are getting two different values=====> Eq. (1) is NOT SUFFICIENT
\((2) y > 0\)
This does not tell us anything about x
=====> Eq. (2) is NOT SUFFICIENT
Combining (1) & (2)
We
...










