Let us try to solve all the different kinds of examples of Boats and Streams in this section on Stream Boat Problems Practice Questions.� Q5: A boatman rowing against the stream goes 2 km in 1 hour and goes 1 km along the current in 10 minutes. How long does it take him to go 5 km in stationary water? [RRB ]. A) 40 minutes B) 1 hour C) 1 hr 15 minutes D) 1 hr 30 minutes E) None of These. Q6: A man can row three-quarters of a kilometre in 11(1/4) minutes while rowing against the stream. The speed (in km/hr) of the man in still water will be?. Boats and Streams - Quantitative aptitude tutorial with easy tricks, tips, short cuts explaining the concepts. Online aptitude preparation material with practice question bank, examples, solutions and explanations. Video lectures to prepare quantitative aptitude for placement tests and competitive exams like MBA, Bank exams, RBI, IBPS, SSC, SBI, RRB, Railway, LIC, MAT. Very useful for freshers, engineers, software developers taking entrance exams.� The problems from this chapter can be divided into four types. Once you know how to deal with these 4 types of problems, the chapter should be an easy one for you. Question Variety: Type 1: Speed of boat in still water and speed of
Boat And Stream Problems Tricks For Mac stream are given separately. Find the time taken by boat to go upstream & downstream. Examples. Boats and Streams shortcut techniques. Common questions asked in SBI, IBPS PO level exams with example questions.� The two most important and only elements in this type of problems is a BOAT and a STREAM. A stream is nothing but the moving water, which is sometimes also called CURRENT. In the question, by speed of the boat (or swimmer), we mean the speed of the boat (or swimmer) in still water. Upstream: When the boat (or swimmer) moves against i.e. in the opposite direction of the stream. Downstream: when the boat (or swimmer) moves in the same direction as that of the stream. Now, if the speed of the boat is B km/hr while the speed of the stream is S km/hr, then Upstream speed U = (B � S) km/hr Downstrea.
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