Final answer:
The GLM function used for rotating objects is c) rotate(). In physics, the rotational analog of distance is a) Rotational angle, and the analog of linear velocity is b) Angular velocity. These concepts are important for understanding and applying transformations in 3D graphics and analyzing rotational motion in physics.
Step-by-step explanation:
Within the context of the GLM (OpenGL Mathematics) library used for graphics programming, the function used for rotating objects is c) rotate(). Rotation in physics and graphics is generally the action of rotating an object about an axis or center. The glm::rotate function allows you to apply a rotation transformation to an object, typically by specifying an angle and the axis about which the object should be rotated. This transformation is used extensively in 3D graphics to animate objects and to modify their orientation in a scene.
When discussing rotational motion in physics, various terms represent the rotational analogs of linear concepts. The answer to the question of what is the rotational analog of distance is a) Rotational angle. Similarly, the rotational analog of linear velocity is b) Angular velocity. Angular momentum, mentioned in another part of the question, is actually the product of the rotational inertia and the angular velocity of an object, indicating how much rotational motion the object has.