Units and Dimensions » Exercise - 254. What is the dimensional formula of the ratio of linear momentum to angular momentum ? (a) M 0 L –1 T 0 (b) M 1 L 1 T 0 (c) M 0 L 1 T 0 (d) M 0 L 1 T 1
Units and Dimensions » Exercise - 281. The dimensions of the ratio of angular to linear momentum is : (a) M 0 L 0 T 0 (b) M L T –1 (c) M L 2 T –1 (d) M –1 L –1 T –1
Units and Dimensions » Exercise - 294. The dimensional formula for Planck’s constant and angular momentum is : (a) [M L 2 T –2] and [M L T –1] (b) [M L 2 T –1] and [M L 2 T –1] (c) [M L 3 T –1] and [M L 2 T –2] (d) [M L T –1] and [M L T –2]
Units and Dimensions » Exercise - 262. Dimensional formula for capacitance (C) : (a) M –1 L –2 T 4 K 2 (b) M 1 L –2 T 4 K 2 (c) M –1 L –2 T 3 K 1 (d) M 3 L 1 T –1 K –2
Units and Dimensions » Exercise - 265. Write dimensional formula of coefficient of viscosity : (a) M 1 L 2 T –1 (b) M –1 L 1 T 1 (c) M 1 L –1 T –1 (d) M 1 L 1 T -1