Time is not considered a vector quantity because it does not have a direction in the same way that vectors do. It is always perceived as moving from the present to the future, but this does not imply a directional quality. Mathematically, time does not satisfy the properties of vector addition; instead, it involves scalar addition of individual time intervals. Therefore, time is classified as a scalar quantity rather than a vector. The discussion emphasizes the fundamental nature of time as unidirectional and scalar.