In a line of four friends, if R is to the left of S and T is to the right of R,

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Question: In a line of four friends, if R is to the left of S and T is to the right of R, which of the following is a possible order?

Options:

Correct Answer: R, S, T, U

Solution:

The order R, S, T, U satisfies the condition of R being to the left of S and T being to the right of R.

In a line of four friends, if R is to the left of S and T is to the right of R, which of the following is a possible order?

In a line of four friends, if R is to the left of S and T is to the right of R, which of the following is a possible order?

Step 1: Identify the friends involved: R, S, T, and U.
Step 2: Understand the conditions: R must be to the left of S, and T must be to the right of R.
Step 3: Visualize the positions: If R is to the left of S, it means R comes before S in the line.
Step 4: Since T is to the right of R, T must come after R in the line.
Step 5: Arrange R, S, and T according to the conditions: R must be first, then S, and T must follow R.
Step 6: Add U to the arrangement: U can be placed at the end since it does not affect the conditions.
Step 7: The possible order is R, S, T, U, which satisfies all conditions.

Relative Positioning – Understanding the arrangement of individuals based on given positional relationships.
Logical Deduction – Using logical reasoning to determine possible sequences based on provided conditions.