The magnitude, direction, and plane in which a quantity behaves or is defined in relation to its coordinate system are called tensor quantities.
These are the quantities that are neither vector nor scalar.
Some examples of tensor quantities are:
Strain - The percentage modify in length.
Moment of inertia - The body's resistance to possessing its rotational speed about such an axis is significantly changed by the implementation of turning force.
Conductivity - The quality of transmitting.
Electromagnetism - Interaction of electric currents, fields, as well as magnetic fields.
Therefore, those quantities which are neither vector nor scalar are known as tensor quantities.