M0L-1T0
Explanation:
Linear momentum = M × V = [M1L1T–1]
M = mass, V = velocity angular momentum = I ∙ w = m × s2 × w
I = moment of inertia = mass × distance2
w = angular velocity
∴ angular momentum = m × s2 × w
= [M1L2][L0T–1] = [M1L2T–1]
∴ [(Linear momentum) / (angular momentum)] = ([M1L1T–1] / [M1L2T–1])
= [M0L–1T0]
