Units|Dimensions#!#Dimensional Formula

Physical Quantity |Fundamental Quantity|Derived Quantity|Supplementary Quantity|Magnitude|Unit|SI Prefix |Dimensions|Dimension Formula

Find dimensional formula :

Application OF Dimensional analysis||Dimensional Formula OF Unknown Quantities in Equation||Conversion OF Unit From One System to Another

Dimensions|Dimensional Analysis |OMR

Dimensions Of Physical Quantities|Dimensional Formula|Dimensional Equation|Applications Of Dimensional Analysis|Practice Exercise|Summary

In SI unit the sun of dimension of all base physical quantities in the dimensional formula of coefficient of viscosity is c. Find the value of c + 2.

Assertion : A physical quantity which has zero dimension may have unit of measurement. Reason : Two physical entities having same dimensional formula may have different units of measurement.

Explain coeffecient of viscosity , its units and give its dimensional formula.

The fundamental physical quantites quanties that have same dimension in the dimensional formula of Torque and Angular Momentum are

The dimensions of T in the dimensional formula for mobilitty are :