What is the Angular Speed of an Automobile Engine?

AI Thread Summary
The discussion centers on calculating the angular displacement of an automobile engine as its speed increases from 140 rad/s to 200 rad/s over 20 seconds. The average angular speed during this interval is determined to be 170 rad/s. By multiplying this average speed by the time duration of 20 seconds, the total angular displacement is calculated to be 3400 radians. Participants clarify the distinction between average angular speed and average angular acceleration. The conversation concludes with the successful calculation of the engine's rotation in radians.
netone
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Homework Statement



. The angular speed of an automobile engine is increased at a constant rate from 140 rad/s to
200 rad/s in 20 s. The number of radians through which the engine turns during this 20-s
interval is

Homework Equations





The Attempt at a Solution


I didnt know where to begin with this question, or know of an equation to start with. so a general hint in the right direction would be very appreciated.
 
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netone said:

Homework Statement



. The angular speed of an automobile engine is increased at a constant rate from 140 rad/s to
200 rad/s in 20 s. The number of radians through which the engine turns during this 20-s
interval is

Homework Equations





The Attempt at a Solution


I didnt know where to begin with this question, or know of an equation to start with. so a general hint in the right direction would be very appreciated.

What's the average speed over the 20 seconds?
 
3 rads/s^2
 
Last edited:
That's not the average angular speed. That's the average angular acceleration. What's the average angular speed?
 
soo, 170 rads/s then?
 
Sooo, if the average rotational speed is 170 rad/s, and the engine runs for 20 s, how many radians does it rotate through?
 
oh ok ,so it would just be 3400 then. Thanks for your help!
 
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