When Do Two Toy Cars on Parallel Tracks Match Speeds and Positions?

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The discussion centers on a physics problem involving two toy cars on parallel tracks with different initial conditions. The first car has an initial position of 15 cm, a velocity of -3.50 cm/s, and an acceleration of 2.40 cm/s², while the second car starts at 10 cm with a velocity of +5.50 cm/s and zero acceleration. Participants debate the appropriate equations to determine when the cars will have equal speeds and when they will pass each other, emphasizing the need for multiple equations to solve the problem effectively. The key equation mentioned is xf=xi+vxit+1/2axt², which describes distance as a function of time. Understanding the differences between the conditions for equal speeds and passing locations is also highlighted as a crucial aspect of the problem.
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Homework Statement


at t=0, one toy car is set rolling on a straight track with initial position 15 cm, initial velocity -3.50 cm/s, and constant acceleration 2.40 cm/s2. at the same moment, another car is set rolling n an adjacent track with inital position 10 cm, an initial velocity of +5.50 cm/s, and constant acceleration zero. a.) at what time,if anydo the two cars have equal speeds b.) what are their speeds at that time? c.) at what time(s) if any do the cars pass each other? d.) what are their locations at that time? e.) explain the difference bt question a and c as clearly as possible


Homework Equations



xf=xi+ vxit+1/2axt2



The Attempt at a Solution



is the above equation the right one to use?
 
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