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The motions of a car and a truck along a straight road are represented by the graph, which plots velocity (v) vs. time (t). The two vehicles are initially alongside each other at time t = 0.

At time t = T, what is true of the distances traveled by the vehicles since t = 0?

A. The truck will have traveled farther than the car.
B. The truck will not have moved.
C. The car will have traveled farther than the truck.
D. They will have traveled the same distance.​

The Motions Of A Car And A Truck Along A Straight Road Are Represented By The Graph Which Plots Velocity V Vs Time T The Two Vehicles Are Initially Alongside Ea class=

Sagot :

C the car will not have moved

Looking at the graph, at time T=t, the car and a truck have traveled the same distance.​

If we look at the graph we discover that when T=t, the time taken for the journey and the velocity of the car and truck exactly coincide.

That means that if we consider the equation;

V = Δs/Δt

Where;

V = velocity

Δs = change in distance

Δt = change in time

Given that for the car and the truck, the coordinates of velocity and time coincide then the car and a truck have traveled the same distance.​

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