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We can use that STD method even in boats and streams question as. But first some terminologies. Boat is moving along with flow of river Bso water stream S helps the boat to move faster. It is same like A and Boat Upstream And Downstream Formula Cell B work. So their speed will increase and we can do addition. Boat is moving boat upstream and downstream formula cell Boat Upstream And Downstream Formula Cell the direction of river.

It is boat upstream and downstream formula cell like Pipe A can fill the tank in 2 hours while Pipe B can empty the tank in 1 hours In short they work against each other, hence final speed Boat Upstream And Downstream Formula Cell is decreases so weve to subtract. Question: A man can row Upstream 15kmph and downstream 21 kmph, what is the speed Boat Upstream And Downstream Formula Cell of water in river?

Time Distance As weve seen in earlier Time and work problems, we can do addition and subtraction in the Speed cells directly. Answer: Speed of water is 3 kmph. Otherwise in the exam hall you can directly subtract column 4 from column 3, divide it by 2 you Boat Upstream And Downstream Formula Cell get speed of column 2.

No lengthy calculation required. But mind it: In the STD table, We can do direct addition, subtraction only for the speed cells and not for time cells. You can also verify the answer from the table. So Boat Upstream And Downstream Formula Cell yes answer is correct.

Anyways this was quite easy no brainer. Time to make things a bit complicated with next question Case 2: Time same but Different distance covered in each case. A Man rows the boat downstream for 60 km and Upstream 36 km, taking 4 hours each time. What is the speed of this boat? Compare this with first case. We know Boat Upstream And Downstream Formula Boat Going Upstream And Downstream Guide Cell Boat Upstream And Downstream Formula Cell Boat Upstream And Downstream Formula Cell the speeds of upstream and downstream, we can use the Boat Upstream And Downstream Formula Cell shortcut method.

Speed of boat is 12 km per hour. For the speed cells, Column 1 minus column 2 equals column Boat Upstream And Downstream Formula Cell 4. Hence answer is correct. Case 3: unknown variables. A boat sails downstream from point A to B, which is 10 km away from A, and then returns to A.

If actual speed of the boat in still water is 3kmph, and the total upstream and downstream journey takes 12 hours. What must be the actual speed of boat for the trip from Boat Formula And Cell Downstream Upstream A to B to take exactly minutes. Difficulty of a question Upstream Boat Downstream Formula And Cell doesnt depend on the length of question paragraph.

Above sum has no dum in it, just like our PM. This can be solved using the universal STD method. Fill up the Boat Upstream And Downstream Formula Cell table From A to B. Apply the STD formula for both upstream and downstream columns mrunal.

But keep this thing in Boat Formula Downstream And Cell Upstream Boat Upstream And Downstream Formula Cell mind especially for data-sufficiency problems. Update the table From A to Boat Upstream And Downstream Formula Cell B. Upstream time is 10 hours. Similarly downstream time is 2 hours. We want to go downstream for 10 kilometers. Speed of river is 2 kmph. We want to cover this distance in exactly minutes, how fast should we run this boat? Either kilometer-hour format OR metre-second format Lets stick to hours Boat Upstream And Downstream Formula Cell in this case.

If actual speed of the boat in still water is 3kmph, and total time taken for the trip from A to B and B to A is 12 hours. If Boat Upstream And Downstream Formula Cell I was wrong clarify. Thanks for commenting. Hi Can anybody help me out by solving this problem in the method which Mrunal has said? A man can row 40km upstream and Cell Formula Boat Upstream And Downstream 55km downstream in 13 hours also, he can row 30km upstream and 44km down stream in 10 hours. Find the speed of the man in still water and the speed of And Downstream Boat Formula Cell Upstream Boat Upstream And Downstream Formula Cell the current.

So time taken to cover 55 km is 5 hours. The remaining 8 hours 40 km in upstream. Rajani Boat Upstream And Downstream Formula Cell Reply to this comment Better be late than never. Thank u so.

But first some terminologies Downstream Boat is moving along with flow of river Boat upstream and downstream formula cellso water Boat Upstream And Downstream Formula Cell stream S helps the boat to move faster. Time to make things a bit complicated with next question Case 2: Time same but Different distance covered in each case Boat upstream Boat Upstream And Downstream Formula Cell and downstream formula cell. Case 3: unknown variables A boat sails downstream from point Boat upstream and downstream formula cell Boat Upstream And Downstream Formula Cell to Boat upstream and downstream formula cell, which is 10 Boat Upstream And Downstream Formula Cell km away from A, and then returns to A.

Rephrase: We want to go downstream for 10 kilometers. If I was wrong clarify Mrunal Reply to this comment boat upstream and downstream formula cell question itself had mistake in wording. Rajani Reply to this comment mrunal. Rajani Reply to this comment Can anybody plzzzzzzzzzzzz help me out with this question ASAP shine Reply to this comment make the distance covered in upstream.

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