FTCE General Knowledge Math Practice Test 2025 – Complete Exam Prep

The term that best describes the steepness or direction of a line is "slope." In mathematics, particularly in coordinate geometry, the slope is a measure that indicates how much the y-value (vertical change) of a line increases or decreases as the x-value (horizontal change) increases. It is calculated as the ratio of vertical change to horizontal change between two points on the line. The slope can be positive, negative, zero, or undefined, which corresponds to the direction of the line: rising, falling, horizontal, or vertical, respectively.

While the other terms mentioned—gradient, inclination, and pitch—can relate to similar concepts in different contexts, "slope" is the most precise term used in mathematics for lines in a Cartesian coordinate system. Gradient often refers to a rate of change, commonly used in calculus or for functions, but in the context of straight lines, slope is the preferred terminology. Inclination can refer to angular measurement in a more general sense, and pitch is predominantly used in contexts involving angles or musical tones, making them less applicable for describing the steepness of a line in standard mathematical usage.