We are going to discuss the word problems based on upstream downstream concept.A boat goes 12 km upstream and 40 km downstream in 8 hours. It can go 16 km up. Speed of boat upstream = kmph Speed of boat downstream = kmph Recall,. Time for km downstream and 30 km upstream. And it takes 6 hrs to cover downstream and upstream. Then. Let us denote by p and by q. The equation becomes p + 30q = 6 > (1) Time for 75 km downstream and returning (means 75 km upstream) = Given that the time taken is 8 hours. Upstream 4 5?c 5?c 4 Downstream 16 5+c 5+c 16 �It takes as long � from the problem means that the two times are equal to each other. So, the equation can be written as: o ? + = ?c 5 c 16 5 4 solve Math Upstream Downstream Problems Rule by cross-multiplying ? 4(5 +c)=16(5 ?c) ? c=3 Answer: The speed of the current is 3 miles per hour.
This algebra video tutorial explains how to solve upstream and downstream problems such as distance rate time word problems. This first question asks you. Upstream & Downstream Word Problems - Distance Rate Time.� Time and Work Problems - Shortcuts and Tricks. The Organic Chemistry Tutor. Problem Statement. If a man travel's by his motor boat down a river to his office and back. With the speed of the river unchanged, if he doubles the speed of the boat, then his total travel time gets reduced by 75%. The ratio of the Upstream And Downstream Problems Formula One original speed fo the boat to speed of the river is? Strategy. The boat problem usually has 3 components to it. speed of the river. Sr.

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