Solving Problems without Projectile Equations

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The discussion focuses on solving a problem involving the motion of a stone and a bird without using projectile equations. Participants emphasize the importance of understanding the motion dynamics and suggest starting with known variables, particularly the bird's velocity. Drawing diagrams and graphs of displacement over time for both the stone and the bird is recommended to visualize their interactions. The conversation highlights the need for alternative mathematical approaches to analyze the problem. Overall, the emphasis is on conceptualizing the motion rather than relying on traditional projectile formulas.
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Homework Statement



How can you solve this? I have no idea, anything. There's a clue that it cannot be solved by the projectile equations. It can be solved using math equations. I do not know them.

Homework Equations





The Attempt at a Solution

 

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Apart from missing any attempt at a solution - I think you are also missing the question
 


sorry I forgot
 


Start by writing down what you know about the motion of the stone and bird, then drawing a diagram will help
 


I already have the diagram but there is only one given, the velocity of the bird.
From the projectile equations, the values included are the angle, velocity, x distance, y distance, and time. I do not know what is the relation of the velocity of the bird to the projectile equations.
 


So the stone flies in a parabola
Drawn across this, half way up, you have the flight of the bird from the point that the stone was going up to the point it was coming back down.

It might help to sketch a graph of displacement / time for the stone and the bird
 
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