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99+ Boats and Streams Problems With Solutions And Explanation
Welcome guys This is part 1 of boat and stream with full concept .watch the complete video If you like please share and subscribe the channel If you. Quantitative Aptitude for SSC CGL. Quantitative Ability for SSC CHSL. Quant Video Lectures for Banking Exams. read here the important short tricks and concepts of boats and streams for SSC & railways.� Boat and Stream is one of the frequently asked topics in the IB, SSC and Railway exam. Before learning the concepts of the exam one must be aware of the terms that are used in the questions. In this article, we will provide Short Tricks for Boat and Stream in Quant Section. Short Tricks for Boat and Stream in Quant Section. Upstream: When the boat moves against the current of the river (i.e. in opposite direction), then the relative speed of the boat is the difference in the speed of the boat and stream. It is known as upstream speed. Remember it with UP as going up the hill means against the.

A km. B km. C km. D km. A 6 hrs. B 8 hrs. C 16 hrs. D 22 hrs. A 8 kmph. B 12 kmph. C 18 kmph. D 22 kmph. A 5 kmph. B 6 kmph. English Hindi. Directions: Study the following questions carefully and choose the right answer.

If the velocity of the stream is 4 kmph and the speed of the boat in still water is 12 kmph, what is the distance between A and B? Speed of a boat in still water is 8 kmph and speed of stream is 1.

A man rows to a place at a distance of The total time taken by him is:. In stream running at 2 kmph, a motorboat goes 6 km upstream and back again to the starting point in 33 minutes. Find the speed of the motorboat in still water. If a man rows at the rate of 5 kmph in still water and his rate against the current is 3.

A man can row 18 kmph in still water. It takes him thrice as long to row up as to row down the river. Find the rate of stream. Previous Excercise. Next Excercise. Boats and Stream is a part of Time and Distance concept, we will discuss all Boats and Stream concept one by one. The following terms are frequently used in the problems on boats and streams: Still Water: It implies that the speed of water in the river in zero.

Stream Water: It implies that the water in the river is moving. Speed of Boat : Speed of boat means speed of boat or swimmer in still water. In other words, if the speed of a boat or swimmer is given, then that particular speed is the speed in still water. Here are some Important Formulae of Boats and Streams.

You should know:

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