Derivative Quantity

Derived Quantities are quantities derived from the principal quantity. The special characteristics of derived quantities include that they are obtained from direct and indirect measurements, have more than one unit, and are derived from the principal quantity.

One example of a derived quantity is Area. Area is the product of two lengths, namely the length and the width. So, Area is the derivative of Length.

Another example is volume. Volume is a combination of three length quantities, namely length, width, and height. So, Volume is also the derivative of the quantity of length.

Derivative Quantity	Unit Name	Symbol	In Basic Units
Large	square meter	m²	m²
Volume	cubic meter	m³	m³
Speed	meters per second	m/s	m/s
Acceleration	meters per second Square	m/s²	m/s²
Density	kilograms per cubic meter	kg/m³	kg/m³
Gaya	newton	N	kg.m/s²
Energy and effort	joule	J	kg.m²/s²
Power	watt	W	kg.m²/s³
Pressure	pascal	Pa	kg/(m.s³)
Frekuensi	hertz	Hz	s^-1 (s pangkat min satu)
Electrical charge	coulomb	C	A.s
Electric potential	volt	V	kg.m²/(A.s³)
Electrical resistance	ohm	Ω	kg.m²/(A².s³)
Capacitance	farad	F	A².s²/kg.m²
Magnetic field	tesla	T	kg/(A.s²)
Magnetic flux	weber	Wb	kg.m²/(A².s²)
Inductance	henry	H	kg.m²/(A².s²)