Confusing Physics Question: How Far Will a Car Travel Before Overtaking a Truck?

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A physics problem involves a car accelerating at 6.00 m/s² overtaking a truck moving at a constant speed of 21.0 m/s. The solution involves using kinematic equations to determine the time and distance until the car overtakes the truck. The calculations show that the car reaches a velocity of 42 m/s and travels a distance of 147 meters before overtaking. The original poster confirmed the solution and expressed satisfaction with the outcome. The discussion highlights the use of formulas in solving motion problems effectively.
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Just looking over some extra physics questions and I came upon this one, it seems quite easy, but difficult when i actually attempted it:
Just as a traffic light turns green, a waiting car starts off with a constant acceleration of 6.00m/s^2. At the instant the car begins to accelerate, a truck with a constant velocity of 21.0m/s passes in the next lane. How far will the car travel before it overtakes the truck? How fast will the car be traveling when it overtakes the truck?
I attempted this question by changing the car's acceleration to a velocity by multiplying with an amount of time, etc.
I imagine that this question could possibly be done with trial and error,but I'm just wondering if there's a quicker way to attempt this question or a specific formula. Any hints or pointers, please post!
 
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problem solved!

I have solved this question, therefore i am no longer using this thread. If there is anyone who wishes to post here, by all means go ahead! :smile:
Thx,
jen333

ps) for those who would like to know, the answer is 24m/s.
 
It has been a while, so maybe I am wrong, but this is what I got:
0.5at^2=21t
3t^2=21t
t^2=7t
t={0, 7}

therefore:
v=ta
v=42
 
Last edited:
Yes,the velocity is 42m/s...It's correct.And the distance is 147m...

Daniel.
 
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