Correct Answer - Option 5 : Neither I nor II follows
Given statements: L > I ≤ P = W; X = K > L = T
On combining: X = K > L = T > I ≤ P = W
(I) T > P → False (as T = L > I ≤ P implies that there are opposite signs between T and P. So, It is false)
(II) T = W → False (as T = L > I ≤ P = W implies that there are opposite signs between T and W. So, It is false)
Hence, Neither I nor II follows.
Note:
This is not the case of EIther or, as in the conclusion only two signs are present, i.e. (>, =).
For case of Either Or, three signs should be present between two elements, when no relationship is given i.e. (>, <, =)
There is a possibility of T < W, which also prevails here, but it is not given.
Hence, this case is not Either Or case.