How does a bird create a circular path by tilting its wings?

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A bird creates a circular path by tilting its wings at a specific angle, which generates a lift force that allows it to maneuver in a circle. Given a radius of 30 meters and a velocity of 6 m/s, the tilt angle can be determined using centripetal force equations. The discussion emphasizes the importance of understanding the relationship between velocity, radius, and tilt angle, suggesting the use of a free body diagram for clarity. Calculating the period and centripetal acceleration may not be necessary for finding the tilt angle. Ultimately, the focus is on applying the correct physics principles to solve the problem.
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Homework Statement


A bird is able to go in a circle because it tilts its wings by theta degrees using a lift force, F. So it curves and eventually forms a full circle. if radius is 30m and the bird's velocity is 6m/s what is that tilt angle.

Homework Equations

The Attempt at a Solution


I calculated stuff like the period and centripetal acceleration, but I'm not even sure if those are needed for this.[/B]
 
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Looks like a baking angle problem. Circling at an angle, centripetal force equations. e.g tan = v^2/rg.
 
Draw a free body diagram?
 

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