If P is taller than Q, R is shorter than P, S is taller than T but shorter than Q, then who among them is the tallest ?

Question

Accepted Answer

To determine who among P, Q, R, S, and T is the tallest, we need to analyze the given information step by step:

1. **P is taller than Q**: This establishes that P is taller than Q.

2. **R is shorter than P**: This indicates that R cannot be the tallest because P is taller than R.

3. **S is taller than T but shorter than Q**: This means S is shorter than Q, and since P is taller than Q, S is also shorter than P. Additionally, T is shorter than S, making T shorter than both S and Q, and consequently shorter than P.

Now, let's evaluate each option:

- **Option 1: P** - Since P is taller than Q, and Q is taller than S and T, P is the tallest among all.

- **Option 2: Q** - Q is not the tallest because P is explicitly stated to be taller than Q.

- **Option 3: S** - S is shorter than Q, and since P is taller than Q, S cannot be the tallest.

- **Option 4: T** - T is shorter than S, and since S is shorter than Q, and Q is shorter than P, T is not the tallest.

Therefore, based on the logical deductions from the given information, Option 1 (P) is indeed the correct answer, as P is taller than all the others.