The question consists of three statements numbered “I”, "II", and “III” given below it. You have to decide whether the data provided in the statements are sufficient to answer the question or not and choose the correct option accordingly.
Train (A) crosses a platform twice its length in x seconds. Train (B) which is half the length of Train (A) crosses a pole in 10 seconds. How much time train (A) would take to cross a 600m bridge?
Statement (I): Train (A) can cross another platform in 20 seconds.
Statement (II): Train (A) can cross another train, Train (C), which is thrice the length of Train (B) in 15 seconds.
Statement (III): The ratio of the length of Train (A) and another train, Train (D) is 2 : 3 respectively.
1
If both statement I and statement II together is sufficient to answer the question
2
If both statement II and statement III together is sufficient to answer the question
3
If both statement I and statement III together is sufficient to answer the question
4
If all the three statements I , II, and III together is sufficient to answer the question
5
If all the three statements I , II, and III together is not sufficient to answer the question