The discussion revolves around a problem involving motion along a straight line, specifically determining when a car is traveling at 70 mph. Participants clarify that "v(t)" typically represents velocity at time t, but its definition is not provided in the problem, which only defines "s(t)" as the position function. The derivative of the position function, s'(t), represents speed, leading to the conclusion that the correct expression for when the car is going 70 mph is s'(t) = 70. This highlights the importance of understanding function notation and the relationship between position and velocity in motion problems. Overall, the focus is on correctly interpreting the mathematical expressions related to the car's speed.