A is the answer
for B x=0 or 2
for A x=2
No A cant be the answer...
1. |x + 3| = 4x - 3
x is 2 when we take x+3 = 4x -3
but its mod so other value would be 0 when u take x+3 =-(4x-3)
from 2. 2. |x - 3| = |2x -3
value are 0 and 2..
E is answer..
|x-3| = 3
4x-3 = -3
3 != -3
Thx ! I juss noticed.. A bit weak in inequatily. IS there any good reference which i can follow for it ?
yah I am too lol. I graphed it with Graphmatica to check it out.
Ughmmmmm the way I do the problems is to take conditions, one when the absolute is negative, so in A's case, when x<3>-3
when you have 2 absolutes there are 4 cases, when one is neg, the other pos, both neg, both pos, etc......... inequalities are a biaaaaatch :D