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๐Ÿ“– Read the passage, then answer the questions below

A rowing boat's speed in still water is 15 km/h, and a river's current flows at 3 km/h. The boat is used to travel between two riverside points, Ghat A and Ghat B, located 72 km apart along the river, first downstream from A to B and then back upstream from B to A.

Separately, a swimmer whose speed in still water is 4 km/h wants to cross a canal that flows at 1 km/h, swimming a distance of 15 km directly downstream, and then swimming back the same 15 km upstream to the starting point.

The rowing boat's owner is also considering a second boat for the same river, whose speed in still water is not directly known, but which is known to cover the same 72 km distance between Ghat A and Ghat B travelling upstream in exactly 12 hours.

Question 1

Consider the following three statements: I. The first boat's downstream speed is 18 km/h. II. The second boat is faster in still water than the first boat. III. The swimmer's complete round trip takes 8 hours. Which of the statements is/are true?

Question 2

What is the swimmer's downstream speed?

Question 3

What is the second boat's speed in still water?

Question 4

What is the first boat's upstream speed?

Question 5

How long does the first boat take to travel from Ghat A to Ghat B, downstream?

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