Dimensions Of Physical Quantities

Dimension Of A Physical Quantity

In the dimension of a physical quantities are given by M^(0)L^(1)T^(0) , then the physical quantity will be

Physical Quantities|Derived Quantities|Units Of Physical Quantities|Characteristics Of A Base Unit|Classification Of Units|Conversion Factor|Introduction To Dimensions|Practice Exercise|Summary

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

Match the dimensions of the physical quantities.

Find the dimensions of physical quantity X in the equation "Force" = ( X) /("Density") .

What do you mean by dimensions of a physical quantity? Explain with the help of an example.

If the dimensions of a physical quantity are given by M^(x) L^(y) T^(z) , then physical quantity may be