vivek.kapoor83 wrote:why E ?
and for checking the condition in ques we have to prove by considering that after removal of mod, it can be -ve and +ve
like
mod (x-y) > mod(x-z)
removing mod.
x-y > x-z
and -(x-y) > -(x-z)
do, we need to prove both the equation correct ? as after removing mod, you can have 2 values.(-ve & +ve) and mode for both will be same.
vivek, just a small thing was missed
when you remove mod it could be +ve or -ve, right
now we have an inequality here lx-yl > lx-zl
so it should result in four posiibilities
1. .......+(x-y) > +(x-z)........................both +ve
2. .......+(x-y) > -(x-z).........................lhs +ve, rhs -ve
3. .......-(x-y) > +(x-z).........................lhs -ve, rhs +ve
4. .......-(x-y) > -(x-z).........................both -ve
hope this helps