A river flows with a velocity of 3 m/s east

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SUMMARY

The discussion centers on calculating the downstream displacement of a boat crossing a river. The river flows at a velocity of 3 m/s east, while the boat travels at 10 m/s due north across a 300 m wide river. By applying kinematics formulas, the time taken to cross the river is determined, and this time is then used to calculate how far the boat drifts downstream due to the river's current.

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  • Kinematics formulas for motion in two dimensions
  • Understanding of relative velocity concepts
  • Basic knowledge of vector addition
  • Familiarity with units of speed and distance
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  • Calculate the time taken to cross a river using the formula: time = distance/speed
  • Learn how to apply vector addition to determine resultant displacement
  • Explore the effects of current on navigation for boats
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Students studying physics, particularly in kinematics, boat operators navigating rivers, and anyone interested in understanding the effects of currents on movement across water bodies.

AimlessWander
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A river flows with a velocity of 3 m/s east. The river is 300 m wide. A boat is moving 10 m/s due north. If the river flow is not corrected for, how far will the boat have moved downstream by the time is reaches the far shore?
 
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AimlessWander said:
A river flows with a velocity of 3 m/s east. The river is 300 m wide. A boat is moving 10 m/s due north. If the river flow is not corrected for, how far will the boat have moved downstream by the time is reaches the far shore?

You want to go to homework help for this kind of thing. I'll go ahead and give you a pointer since it's 3am and I doubt anyone else is awake:

Just look at your kinematics formulas.
1) Find the time it takes to cross the river at 10m/s, ignoring cross movement.
2) Then use that time value to see how far the boat will move downstream if it's going 3m/s.
 
Thank you :) Sorry, I just realized I posted in the wrong place.
 

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