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Jun 26, 2024 · Hint: We know that the dimension formula of any quantity gives an idea about the fundamental quantities that are present in the given physical quantity. For example length is denoted by L and mass is denoted by M etc. along with these there are total seven fundamental dimensions.
Solution. The correct option is D Tension and surface tension. Step:1 Find the dimensional formula for work and torque. Step 2: Find the dimensional formula for angular momentum and Plank’s constant. Step 3: Find the dimensional formula for tension and surface tension. Step 4: Find the dimensional formula for impulse and linear momentum.
The dimensional formula of, Mass = [M 1 L 0 T 0] . . . . (2) Velocity = [M 0 L 1 T-1] . . . . (3) On substituting equation (2) and (3) in equation (1) we get, Linear Momentum = Mass × [Velocity] Or, L = [M 1 L 0 T 0] × [M 0 L 1 T-1] = [M 1 L 1 T-1]. Therefore, linear momentum is dimensionally represented as [M 1 L 1 T-1]. ⇒ Check Other ...
Torque is a physical computation with the dimension of force times distance. Its SI unit is newton meter (N m). It also has unit as joule per radian. T o q u e = F o r c e × D i s t a n c e = N × m. In M K S unit it is Kg m per s 2 × m. Thus its dimensional formula is M L 2 T − 2.
Torque is a kind of twisting force. The two quantities are related by the equation Tau = Iota * Alpha. Tau is the variable for torque, Iota is the variable for Moment of Inertia, and Alpha is the variable for rotational acceleration. This is the rotational equivalent of Newton's Law F = m*a in the linear frame.
The dimensional formula of Acceleration Due To Gravity is given by, [M 0 L 1 T-2] Where, M = Mass; L = Length; T = Time; Derivation. Since, Force = Mass × ...
The fundamental physical quantities that have same dimensions in the dimensional formula of torque and Angular momentum are. View Solution. The dimensional formula of ...
