Dimensions #!#Fundamental Quantities

Dimension OF Fundamental Quantities||Derived Quantities||Some Applications OF Dimensional Analysis

The physical quantities, their formulae and dimensions expressed in terms of fundamental quantities are given in Column I, Column II and Column III, respectively. Which one of the following options correctly represents the physical quantity with the same dimensions as that of angular momentum?

V - velocity, T - time, F - force is taken as fundamental quantities. Find dimension of mass [M].

Taking foce, length and time to be the fundamental quantities find the dimension of a. density, b. pressure, c. momentum and d. energy

The physical quantities, their formulae and dimensions expressed in terms of fundamental quantities are given in Column I, Column II and Column III, respectively. Which of the options correctly represents the physical quantity that remains conserved in planetary motion?

Time is a fundamental quantity

Time (T),Velocity (C) and angular momentum (h) are chosen as fundamental quantities instead of mass,length and time. In term of these,dimension of mass would be:

Time (T), velocity (3) and angular momentum (h) are chosen as fundamental quantities instead of mass, length and time. In terms of these, the dimensions of mass would be