Calculating Torque and Linear Acceleration of a Rotating Rod

In summary: angular acceleration is a vector magnitude (a magnitude with a direction), while centripetal acceleration is a vector direction (a magnitude that has a direction). sorry for the confusion
  • #36
ScienceGeek24 said:
α=-1/2g-1/3L

Something went wrong there... You started with

-1/2Lmg=1/3 M L^2(alpha) (assuming m is really M)

How did you end up with two terms? Try that again.
 
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  • #37
sorry! i mmeant α=-1/2g/1/3 I got the answer! 14.7 m/s^s thanks man!
 
  • #38
ScienceGeek24 said:
sorry! i mmeant α=-1/2g/1/3 I got the answer! 14.7 m/s^s thanks man!

##\alpha = -\frac{3}{2}\frac{g}{L}##

You've still got the L in the denominator to deal with. It goes away when you calculate the linear acceleration of the endpoint... ##a = \alpha L##.
 
  • #39
oh got it! thanks bro!
 

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