AFOQT Practice Test 2026 - Free AFOQT Questions and Complete Study Guide

Vectors are best described as quantities that possess both magnitude and direction. This definition emphasizes that a vector not only indicates how much of a quantity is present (magnitude) but also conveys which way that quantity is acting (direction). For example, in physics, velocity is a vector because it describes how fast something is moving (magnitude) and in which direction (e.g., 60 km/h to the north).

The other options do not capture the full essence of what vectors represent. Quantities that have magnitude only refer to scalars, which do not have a directional component. Measures of speed pertain specifically to a scalar quantity known as speed, which only tells how fast an object is moving without indicating a direction. Lastly, the statement about quantities having no physical representation does not apply to vectors, as they often represent real physical quantities in nature, such as force or displacement. Understanding vectors is crucial in fields such as physics and engineering, as they help define the behavior of objects in motion and other phenomena.