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So this is very important chapter to learn for the exam. Boats and Streams is a very important chapter of Quantitative Aptitude. Questions of this topic is related to find out the speed of boats in the streams of water. Basically stream is the force of water. Water flows from up to. And here comes two main thing of this chapter, one is Downstream and another is Upstream. So, If the boat is floating in the water with the stream then the speed of the boat will be � Sum of downstream wnd and boat speed.

And, If the boat is floating in the water boats and streams aptitude formulas queen the stream then the speed of the boat will be � Upstream speed minus the boat speed. So, strwams is all basic concepts of Boats and Streams chapter.

Learn this formulas and concept very carefully. If you uqeen face any problem in this chapter of you have anything to say regarding this topic, then feel free to ask us. We will answer your query here in www. Home Search. So, now we boats and streams aptitude formulas queen discuss the basic concepts and formulas of Boats and Streams. What is Boats and Streams? What is Downstream? The direction, which way the water flows is called Downstream.

Baots is Upstream? The opposite direction of flowing water is called Upstream. Leave a Comment Cancel reply.

Today:

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Jan 12, �� Basic Formulas of Boats and Streams 1 If the speed of a boat in still water is u km/hr and the speed of the stream is v km/hr, then Speed downstream = (u + v) km/hr. Jan 09, �� A boat is said to go downstream, if the boat goes in the direction of stream. A boat is said to go upstream, if the boat goes opposite to the direction of stream. Basic Formulas. If speed of boat in still water is b km/hr and speed of stream is s km/hr, Speed of boat in downstream = (b + s) km/hr, since the boat goes with the stream of water. Speed of boat in upstream = (b - s) km/hr. The boat goes against the stream . Mar 25, �� Basic formulas of Boats and Streams Suppose, the speed of a stream of a flowing river is x km/hr and the speed of a boat in still water is y km/hr, then Downstream Speed = (x + y) km/hr. So, If the boat is floating in the water with the stream then the speed of the boat will be � Sum of downstream speed and boat speed.

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