Final answer:
In geometry, a plane is equivalent to a surface. Points, lines, and segments have one-dimensional attributes, while a surface is a two-dimensional area, making 'surface' the correct term for a plane.
Step-by-step explanation:
The other name for a plane in geometry is surface
The other name for a plane in geometry is d. Surface.
In geometry, a plane is a flat, two-dimensional surface that extends infinitely in all directions. It is a concept that is fundamental to the study of geometry and is known by various terms, one of which is surface. While a point refers to an exact location in space with no size or dimension, and a line is an infinitely long, one-dimensional figure with no thickness, a segment is specifically a part of a line bounded by two endpoints. In contrast, a surface represents a two-dimensional, continuous, unbounded shape like a plane. Therefore, when referring to a plane in geometry, one could also use the term surface to describe it.
Step by step explanation:
- Understand the definitions of different geometric terms: point, line, segment, and surface.
- Recognize that point and line are one-dimensional, while segment is part of a line.
- Identify that a surface is a two-dimensional area, which is another term for a plane in geometry.