Answer:
The angular velocity is [tex]750\ rad/s.[/tex]
Explanation:
Given values:
rotates = 7200 rpm where rpm stands for revolutions per minute.
1 rev = 2[tex]\pi[/tex] rad,
1 min = 60 second.
Find:
w(Angular Velocity (rad/s)) =?
Solution:
[tex]\ W= \ 7200 \rpm \times \frac {2\pi \rad}{1 rev} \times \frac{1 min}{60 s}\\\\\therefore \pi = 3.14\\\\\ W= \ 753.6 rad/s \ which \ is \ equal \ to \ 750\ rad/s.[/tex]
