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Answer & Explanation. Sol: Option C. Let the speed in still water = x km/hr. Takes 20 min. to row 12 km upstream ? speed of u/s = 36 km/hr. Also, time taken for u/s is 1/3 more than for d/s. ? distance covered in d / s will be 1/3 more. Hence distance covered by man for d / s in 20 min. = 12 ? (12/3) = 16km. Jun 12, �� The questions from this topic may usually be asked in four different formats. These include: Time Based Questions � The time taken by a boat to travel upstream or downstream may be asked with the speed of a boat in still water and speed of the stream given in the question. Explanation: Suppose she move 2km downstream in x hrs. Then, speed of downstream = (2/x) km/hr. Speed of upstream = (/x) km/hr. Therefore 24/ (2/x) + 24/ (/x) = 7. 12x + 16x = 7. X = (1/4) So speed of downstream = 8km/hr and upstream = 6km/hr. Rate of the stream = (1/2) (8 - . Learn and practice the chapter "Boats and Streams" with these solved Aptitude Questions and Answers. Each question in the topic is accompanied by a clear and easy explanation, formulae, shortcuts and tricks that Upstream And Downstream Questions Linear Equations Model help in understanding the concept. Use of Boats and Streams Questions.� The boat takes 12 hrs and 8 hrs to go upstream and downstream respectively. Find the speed of the boat in stagnant water and the speed of the stream respectively. a. 4 km/hr ; 3 km/hr b. 5 km/hr ; 1 km/hr c. 6 km/hr ; 4 km/hr d. 12 km/hr ; 6 km/hr e. Cannot be determined. 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. Learn and take practice tests!� If we see the above formula closely, we see that adding upstream and downstream speeds gives us 2x, which is twice the speed of the boat, i.e. [x + y + x � y] = 2x. If you just remember this concept, you won't need to remember and recall the above formula while solving the problems. Upstream/downstream with respect to remotes is, the downstream repo will be pulling from the upstream repo (changes will flow downstream naturally). Upstream/downstream with respect to time/history can be confusing, because upstream in time means downstream in history, and vice-versa (genealogy terminology works much better here - parent/ancestor/child/descendant). � charlesreid1 Jul 18 '15 at 6.� , that simply means there is no absolute upstream repo or downstream repo. Those notions are always relative between two repos and depends on the way data flows: If "yourRepo" has declared "otherRepo" as a remote one, then: you are pulling from upstream "otherRepo" ("otherRepo" is "upstream from you", and you are "downstream for otherRepo").
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