(1) x^2 + y^2 > z^2
(2) x + y > z
OA is E.
Here is my approach to the problem (I chose A):
Test numbers:
Start with statement (2):
x=1, Y=2, Z=1 YES
x=-1, Y=-2, Z=-10 NO
Therefore, Insufficient
Go to statement (1)
(+) or (-) does not matter, since numbers are squared. We need to try fractions, zero, and one - by inspection though, doesn't a number that is raised to the fourth always decrease (fraction) or increase (integer) when raised to a higher power? Therefore, if the given (2) inequality is true, then the question in hand should always validate that?