Calculating Velocity of River and Boat

AI Thread Summary
The discussion focuses on calculating the velocities of a river and a boat navigating across it. The boat is steered at an angle of 297 degrees while traveling at 6 m/s. Participants clarify that the scenario can be modeled as a right triangle, with the boat's velocity as the hypotenuse and the river's velocity and the net velocity as the legs. The sine rule is suggested for finding the necessary angles and velocities. Overall, the key takeaway is the identification of the right triangle setup for solving the problem.
tregeat
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Homework Statement


A river flows toward 90 degrees. A river boat pilot heads the boat at 297 degrees and is able to go straight across the river at 6 m/s.


Homework Equations


What is the velocity of the current?
What is the velocity of the boat?


The Attempt at a Solution


I drew a free bodied diagram but i don't know what to put where.
 
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now the first question you have to ask yourself is the angle between the the direction in which the boat is steered and the direction of the river flow.

once you have done this, the velocities can be easily found by sine rule in a non-right angled triangle.
 
k thanks.
 
wait so i found the angle between the current and the boat but what are the other two angles?
 
tregeat said:
wait so i found the angle between the current and the boat but what are the other two angles?

It's actually a right triangle... the hypoteneuse is the velocity of the boat... the two legs of the right triangle are the river velocity and the net velocity of 6m/s to the right.
 
thanks
 
learningphysics said:
It's actually a right triangle... the hypoteneuse is the velocity of the boat... the two legs of the right triangle are the river velocity and the net velocity of 6m/s to the right.

oh yeh its a right angled tiangle, how could i have missed that haha i guess i was feeling too sleepy
 
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