Angular Rotation and Acceleration

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The discussion revolves around calculating angular velocity and acceleration from a given equation of motion, ##\theta(t) = at - bt^2 + ct^4##. The user successfully derived the expressions for angular velocity, ##\omega(t) = a - 2bt + 4ct^3##, and angular acceleration, ##\alpha(t) = -2b + 12ct^2##. Despite receiving confirmation that their calculations were correct, the user struggled with subsequent parts of the problem. The thread was locked due to the original poster's attempt to delete their posts, which is against forum rules. The focus remains on the calculations and guidance provided for completing the problem.
ocean1234
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[Mentor Note -- OP deleted his posts after receiving help. His posts are restored below]

@ocean1234 -- Check your messages. Deleting your post is not allowed here, and is considered cheating.


Problem was given: ##\theta(t) = at - bt^2 + ct^4##

a) calculate ##\omega(t)##

b) calculate ##\alpha(t)##

c,d) plug in some numbers and time to get results for ##\omega## and ##\alpha##
 
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Welcome to the PF. :smile:
ocean1234 said:
I did a and b part but ı didnt other parts plase help
Please show us what you got for a) and b). Thanks.
 
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berkeman said:
Welcome to the PF. :smile:

Please show us what you got for a) and b). Thanks.
Hello thanks :)

Answer
a) ω = a-2bt + 4ct ^ 3 rad / s
b) α = -2b + 12ct ^ 2 rad / s ^ 2
 
Help plase
I have only 1 hour left.
 
ocean1234 said:
Hello thanks :)

Answer
a) ω = a-2bt + 4ct ^ 3 rad / s
b) α = -2b + 12ct ^ 2 rad / s ^ 2
Those look correct. So now you should be able to do the other parts with just substitution, right? :smile:
 
berkeman said:
Those look correct. So now you should be able to do the other parts with just substitution, right? :smile:
I tried but I couldn't find any of them right
 
Please show your work so we can check it. Thanks
 
Because the OP tried to delete this thread, it is now locked.
 

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