In a group of four friends, if P is to the left of Q, and R is to the right of S

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Question: In a group of four friends, if P is to the left of Q, and R is to the right of S, which of the following cannot be true?

Options:

Correct Answer: S is to the left of P

Solution:

If P is to the left of Q, then S cannot be to the left of P, as it would contradict the arrangement.

In a group of four friends, if P is to the left of Q, and R is to the right of S, which of the following cannot be true?

In a group of four friends, if P is to the left of Q, and R is to the right of S, which of the following cannot be true?

Step 1: Understand the positions of P and Q. If P is to the left of Q, it means P is on the left side and Q is on the right side.
Step 2: Now, consider the positions of R and S. If R is to the right of S, it means S is on the left side and R is on the right side.
Step 3: Combine the information. We have P on the left, then Q on the right of P. We also have S on the left and R on the right of S.
Step 4: Visualize the arrangement. If we place P and Q, we can place S and R in relation to them.
Step 5: Determine what cannot be true. If S is to the left of P, it would mean S is further left than P, which contradicts the arrangement since P is already to the left of Q.

Relative Positioning – Understanding the spatial arrangement of individuals based on given conditions.
Logical Deduction – Using logical reasoning to determine possible and impossible arrangements.