Final answer:
Force and distance represent a vector and scalar quantity, respectively. In the provided options, displacement and velocity are vector quantities, and acceleration is a vector under these contexts, not a scalar.
Step-by-step explanation:
The terms that represent a vector quantity and the scalar quantity of the vector's magnitude, respectively, are force and distance. Force is a vector quantity because it includes both magnitude and direction. Distance, on the contrary, is a scalar quantity because it represents how much ground has been covered but doesn't include the direction of that coverage.
Answering the provided multiple-choice question, the pairing that contains two vectors and one scalar is 'b. displacement, velocity, acceleration', where displacement and velocity are vector quantities (having both magnitude and direction) and acceleration is also a vector quantity because it is derived from the change in velocity over time. However, if acceleration were expressed as rate of change of speed instead of velocity, it would be considered a scalar quantity because speed only has magnitude, not direction.