Hi Stacey,
the question asks if 3^x < 500
I worked out this problem in the following manner, please let me know if it is correct.
From (1) => 4^(x-1) < 4^x - 120
4^x /4 = 4^x - 120
120 < 4^x (3/4)
160 < 4^x
hence x< 4
from this we can conclude that 3^x < 500 . therefore (1) is sufficient.
From (2) => x= +/- 6
insufficient.
Am I missing something in the way I worked out this prob ? ! :?