If (i) P is taller than Q,(ii) R is shorter than P,(iii) S is taller than T but shorter than Q,then who among them is the tallest?

Options

A. P
B. Q
C. S
D. T

Explanation

To solve the problem step by step, we will analyze the given statements and determine the height order of P, Q, R, S, and T.

### Step 1: Analyze the statements
1. **P is taller than Q**: This means P > Q.
2. **R is shorter than P**: This means R < P.
3. **S is taller than T but shorter than Q**: This means T < S < Q.

### Step 2: Establish the relationships
From the statements, we can establish the following relationships:
- From statement 1: P > Q
- From statement 2: R < P
- From statement 3: T < S < Q

### Step 3: Combine the relationships
Now, we can combine these relationships to find the order:
- Since P > Q and R < P, we know that R is shorter than both P and Q.
- From S being shorter than Q but taller than T, we can say T < S < Q.

### Step 4: Determine the tallest person
Now we can summarize the relationships:
- P > Q > S > T
- R is shorter than P, so R is also shorter than Q, S, and T.

Thus, the order from tallest to shortest is:
1. P (tallest)
2. Q
3. S
4. T
5. R (shortest)

### Conclusion
The tallest among them is **P**.