Distinguish between fundamental and derived units and give examples of derived units.
Difference between fundamental and derived units:
Fundamental units | Derived units | |
1. | Fundamental units are all those units that do not depend on any other unit (including themselves). | These units are all those units that are obtained by multiplying and/or dividing one or more fundamental units with or without introducing any other numerical factor. |
2. | These units cannot be further reduced to the elementary level; in fact, these are elementary units. | These units can be reduced to their elementary level, which is composed of fundamental units. |
3. | These units cannot be expressed in terms of derived units. | Derived units can be expressed in terms of fundamental units. |
4. | Only seven fundamental units exist in Metric System or SI system. | There exist a large number of derived units in the Metric System. |
5. | Examples: Length (meter, m) Mass (kilogram, kg) Time (second, s) Temperature (kelvin, K) Amount of substance (mole, mole) Electric current (ampere, A) Luminous intensity (candela, cd) | Examples: Velocity (m/s) Acceleration (m/s2) Momentum (kg-m/s) Force (N) Density (kg/m3) Heat (J) Energy (J) Power (W), etc. |