How to find average angular velocity?

AI Thread Summary
To find the average angular velocity, first calculate the average number of revolutions from the three trials: (344 + 332 + 330) / 3. This average is then used in the formula for angular velocity, which is derived from the conversion of revolutions to radians per second. The correct approach involves dividing the total revolutions by the number of trials before applying the angular velocity equation. The initial calculation mistakenly summed the revolutions instead of averaging them. The final average angular velocity should reflect this corrected average value.
kee23
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Homework Statement


I had a physics lab and we found the 3 trials of revolution in 2 min then the result came as 1st=344rev
2nd=332rev
3rd=330rev
(These numbers is from the calculation of Final (2min) - Initial start)
Then it asked to find the average angular velocity for three of results.

Homework Equations


1 rev= 2pi rad/60s

The Attempt at a Solution


First I added all the revolutions 344+332+330 then converted to get average angular v
1006rev/2min*2*pi(rad)/60s= 52.7rad/s
Did I got it right?
EDITED
 
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I am not sure what is spinning, but why is your 3rd trial value so high?? The average number of revolutions is the sum of the revolutions divided by three; once you get this average, then the average angular velocity is per your equation, but with the corrected value for the average number of revolutions inserted therein.
 
my bad. the 3rd is 330rev.
Umm I'm not quite follow.
t
 
kee23 said:
my bad. the 3rd is 330rev.
Umm I'm not quite follow.
t
you stated
First I added all the revolutions 344+332+330
why are you adding them...to find the average, you add them and divide by 3... if 3 friends are 6,7, and 8 years old, their average age is (6 + 7 + 8)/3 = 21/3 = 7 years old, right? So use your average revs in the last equation and you should get the right answer for the average angular velocity based on the three trials...
 
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