Correct Answer  Option 2 : [M
^{0} L
^{0} T
^{1}]
The correct answer is option 2) i.e. [M0 L0 T1]
CONCEPT:

Angular velocity is the velocity associated with objects moving on a curved path.
 While on a curved path, the displacement is the change in angle about the point of rotation or curved motion.
Angular velocity, \(ω =\frac{angle}{time} =\frac{d\theta}{dt}\)
For circular motion, \(ω =\frac{d\theta}{dt} = \frac{360^∘}{t} = \frac{2π}{t} \:rad/s\)
EXPLANATION:

Angular displacement is defined as the ratio of arc length and radius.
 Thus, angular displacement is the ratio of two like quantities and is dimensionless.

Angular velocity is the rate of change of angular displacement with time.
 Hence, the SI base unit for angular velocity is s^{1}.
 Therefore, the dimension of the angular velocity is [M0 L0 T1].