A motor is rotating at a constant angular velocity of 600 rpm . The angular displacement per second is:

Question

A motor is rotating at a constant angular velocity of 600 rpm . The angular displacement per second is: (A)  (3/50π )rad  (B)  (3π /50)rad  (C)  (25π /3)rad  (D)  (3π /25)rad

Tardigrade Admin · Accepted Answer

θ =ω t=(500× 2π /60)=(50π /3)rad

Q. A motor is rotating at a constant angular velocity of $600 r p m$ . The angular displacement per second is:

$\frac{3}{50 π} r a d$

$\frac{3 π}{50} r a d$

$\frac{25 π}{3} r a d$

$\frac{3 π}{25} r a d$

$\frac{50 π}{3} r a d$

$θ = ω t = \frac{500 \times 2 π}{60} = \frac{50 π}{3} r a d$

Q. A motor is rotating at a constant angular velocity of 600rpm . The angular displacement per second is:

50π3​rad

503π​rad

325π​rad

253π​rad

350π​rad

θ=ωt=60500×2π​=350π​rad