Time , Velocity , and angular momentum is chosen as fundamental quantities instead of mass, length, and time. In terms of these, the dimension of mass would be
Step 1: Given Data
The fundamental quantity of time
The fundamental quantity of velocity
The fundamental quantity of angular momentum
Step 2: Formula Used
The dimension of mass can be given as,
Step 3: Dimension of Mass
The dimension of mass can be given as,
We know that the dimension of mass is,
On comparing the powers, we get,
Therefore, upon substituting we get,
Hence, the correct answer is option (A).