Basic Physics question, find average acceleration and velocity?

AI Thread Summary
Branden runs 10 meters in 3 seconds from a dead stop, leading to an average velocity of 3.333 meters per second. To find average acceleration, the kinematic equation a = (Vf - Vi) / t can be used, where Vi is the initial velocity (0 m/s). By substituting the known values, the average acceleration can be calculated. The discussion emphasizes the importance of organizing given data and using appropriate kinematic equations for solving the problem. Overall, the thread provides guidance on applying physics formulas to determine average acceleration and velocity.
ADH
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Branden runs for a ball from a dead stop. It takes him 3 sec to reach it after traveling 10 meters.

What was his average acceleration?

What velocity did he achieve when he caught the ball?

Thank you!
 
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ADH said:
Branden runs for a ball from a dead stop. It takes him 3 sec to reach it after traveling 10 meters.

What was his average acceleration?

What velocity did he achieve when he caught the ball?

Thank you!

Please post your work.

(Hint: Recall your kinematic equations of motion)
 
My attempt was this. I found the velocity, I think.

For velocity I have 3.333 meters/second.

I was not sure how to find acceleration, or what formula to use.

My teacher gave us this formula: velocity = velocity(sub zero) + at . So should I make a permuatation out of this formula to give me: a = (velocity - velocity(sub zero)) / t ?

So then a = 3.333m/s - (initial velocity) / time

I'm pretty confused. Thanks for helping.
 
ADH said:
My attempt was this. I found the velocity, I think.

For velocity I have 3.333 meters/second.

I was not sure how to find acceleration, or what formula to use.

My teacher gave us this formula: velocity = velocity(sub zero) + at . So should I make a permuatation out of this formula to give me: a = (velocity - velocity(sub zero)) / t ?

So then a = 3.333m/s - (initial velocity) / time

I'm pretty confused. Thanks for helping.


You have these formulas

x=v0t+0.5at2

v=v0+at

v2=v02-2ax

Which equation has acceleration, time and distance in it?
 
Try organizing your data, see what you have and what is missing/required.

For example:

Vinitial=0 m/s t=3s d=10m a=? Vfinal=?

These formulas should help.

d= 1/2 (Vi+Vf)t

Vf= Vi + at

d=Vi(t) + 1/2 a(t^2)

G'luck!
 
Kindly see the attached pdf. My attempt to solve it, is in it. I'm wondering if my solution is right. My idea is this: At any point of time, the ball may be assumed to be at an incline which is at an angle of θ(kindly see both the pics in the pdf file). The value of θ will continuously change and so will the value of friction. I'm not able to figure out, why my solution is wrong, if it is wrong .
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