The angular position of a rotating disc is given as θ=6t2+5t−4 where θ is in radians, t is in seconds. What is the average angular velocity for the first time interval from t=0 (s) to t=4 (s)?

The angular position of a rotating disc is given as θ=6t2+5t−4 wher

1.	The angular position of a rotating disc is given as θ=6t2+5t−4 where θ is in radians, t is in seconds. What is the average angular velocity for the first time interval from t=0 (s) to t=4 (s)?
Answer» The angular position of a rotating disc is given as $θ = 6 t^{2} + 5 t - 4$ where $θ$ is in radians, $t$ is in seconds. What is the average angular velocity for the first time interval from $t = 0 (s)$ to $t = 4 (s)$ ?

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The angular position of a rotating disc is given as θ=6t2+5t−4 where θ is in radians, t is in seconds. What is the average angular velocity for the first time interval from t=0 (s) to t=4 (s)?

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