Please show your solution on paper. And use the formula on the picture. Thank you so much!Question: The boat travels downstream in 2/3 of the time as it does going upstream. If the velocity of the river current is 8 kph, determine the velocity of the boat in still water. Rate / Motion ProblemsUniform MotionunipD = RTD = distanceR = rateT = timeDistance4 rate24/7C = current # wind /air currentDistance covered when moving AGAINST the windL> rate of aircraft DECREASES when moving against the windR-C) Tلمالية yoDistance traveled UPSTREAM:2) ratecovered when moving WITH the wind:of aircraft INCREASES when moving with the wind:D= (R+C) TDistance traveled DOWNSTREAM23 rate of ship boat INCREASES when moving downstreamD = R+C TJeeC= current оf waderofupstreamof ship boat DECREASES when movingD=R-C T

We know that: D=R+CT, when the boat moves up downstream. D=R-CT, when the boat moves up upstream.

Answered: The boat travels downstream in 2/3 of…

The boat travels downstream in 2/3 of the time as it does going upstream. If the velocity of the river current is 8 kph, determine the velocity of the boat in still water.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 94E

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Please show your solution on paper. And use the formula on the picture. Thank you so much!

Question: The boat travels downstream in 2/3 of the time as it does going upstream. If the velocity of the river current is 8 kph, determine the velocity of the boat in still water.