Step 1: Rational Formula. The Rational formula for peak flood discharge is: \[ Q = C \cdot i \cdot A \] where - \(Q\) = Peak discharge, - \(C\) = Runoff coefficient, - \(i\) = Rainfall intensity corresponding to the time of concentration, - \(A\) = Area of catchment.
Step 2: Role of time of concentration. Rainfall intensity \(i\) is taken as the intensity corresponding to the time of concentration of the catchment. This ensures that the entire catchment contributes simultaneously to runoff.
Step 3: Eliminate other options.
- (A) Cumulative infiltration → Not required in Rational formula.
- (B) Antecedent moisture condition → Affects runoff coefficient but not directly in Rational formula.
- (C) Shape factor of the catchment → Not a direct parameter in Rational formula.
Hence, the critical factor is (D).
\[
\boxed{\text{Time of concentration of the catchment}}
\]
Match the terms in Column I with the suitable hydrometeorological variables in Column II.

Consider the relationships among P, Q, R, S, and T:
• P is the brother of Q.
• S is the daughter of Q.
• T is the sister of S.
• R is the mother of Q.
The following statements are made based on the relationships given above.
(1) R is the grandmother of S.
(2) P is the uncle of S and T.
(3) R has only one son.
(4) Q has only one daughter.
Which one of the following options is correct?