What method can be used to represent all three dimensions of an object in a single view?

The most suitable method for representing all three dimensions of an object in a single view is through isometric projection. Isometric projection allows the viewer to see three sides of an object simultaneously, using equal angles of 120 degrees between the axes. This representation maintains the proportions of the object, enabling clear visualization of depth and structure without distortion.

While axonometric projection is a broader term that includes isometric, dimetric, and trimetric projections, isometric specifically provides a standardized way to create a clear and comprehensible depiction of three-dimensional objects. Oblique projection, while it shows three dimensions as well, tends to distort the dimensions for the sake of simplicity, which may not represent the object's proportions accurately. Perspective projection involves a single vanishing point, creating a focus on realism in how objects relate in space but does not effectively present all dimensions simultaneously in a straightforward manner.