If A>P, P>K and K>L, then which of the following conclusions is definitely wrong?
Answer & explanation
Correct answer: option 3
The correct answer is Option (3) → L>P
The three statements join into one chain, because each starts with the letter the one before ended on: A>P, P>K, K>L give \(A\gt P\gt K\gt L\). Any letter in the chain is greater than every letter to its right.
Option (1) A>K — true: A comes before K in the chain
Option (2) P>L — true: P comes before L
Option (3) L>P — the chain gives P>K>L, so P is greater than L and L>P is definitely wrong
Option (4) A>L — true: A comes before L