what is the impact speed when a car moving at 200 km/h bumps into the rear of another ar traveling in the same direction at 84km/h? answer in km/h
Wouldn't the be the relative speed of each (200-84) as compared to the other?
Thats what I initially tried too, but when I tried entering that answer into the program and it told me I had the wrong answer.
ANSWER PLEASE!
To calculate the impact speed, we need to consider the relative velocity between the two cars. The relative velocity is the difference between the velocities of the two cars. In this case, the velocity of the first car is 200 km/h and the velocity of the second car is 84 km/h (both traveling in the same direction).
The relative velocity between the two cars is:
Relative velocity = Velocity of the first car - Velocity of the second car
= 200 km/h - 84 km/h
= 116 km/h.
Therefore, the impact speed when the first car bumps into the rear of the second car is 116 km/h.
To determine the impact speed when one car bumps into the rear of another car, you can indeed start by calculating the relative speed between the two cars.
In this case, the relative speed can be found by subtracting the velocity of the car being bumped from the velocity of the other car.
Relative speed = (200 km/h) - (84 km/h) = 116 km/h
However, it seems like the answer you obtained might be incorrect according to the program. Let's try to understand why.
In a collision, the impact speed is the combined speed of both vehicles after the collision. It is determined by considering the masses of the vehicles as well as the conservation of momentum.
Without knowing the masses of the cars, it is not possible to calculate the exact impact speed. The impact speed would depend on factors such as the relative sizes of the cars and the effectiveness of the braking systems.
To accurately determine the impact speed, you would need more specific information, such as the masses of the cars or any additional details about the collision.
So, in this case, the impact speed cannot be calculated with the given information.