What is the average acceleration vector given a car's north and east velocities?

In summary, the average acceleration of a car moving north at 100km/h and then east at 100km/h is a vector pointing southeast. This may be confusing because when the two velocity vectors are added tip to tail, the resultant vector is pointing northeast. However, the average acceleration is determined by subtracting the initial velocity from the final velocity, not by adding them. It may be helpful to review the definition of average acceleration.
  • #1
lostpersson
Question: A car is moving north at 100km/h. An hour later it is moving east at 100km/h. Its average acceleration during this hour is:
a) A vector pointing northeast
b) A vector pointing southeast
c) A vector pointing southwest
d) A vector pointing east
e) Zero

Attempt: I confidently chose a) A vector pointing northeast, but apparently that is wrong. The correct answer is b) A vector pointing southeast. I don't understand why this is so, since when you add the two vectors tip to tail, the resultant vector is pointing northeast...
 
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  • #2
Does the average acceleration involve the addition of the two velocity vectors or the subtraction of them? Might be a good idea to review the definition of average acceleration.
 
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