Average Speed Calculation: Why 2x266.67 Doesn't Work

In summary, the conversation discusses the calculation of average speed for a given distance and time. The correct calculation is 3792.6/400, but the speaker initially calculated it as 3792.6/(2x266.67). They are confused about the difference in time and the reason for it. The other person explains that the time is longer for the return trip due to non-symmetric velocity and suggests making a sketch to understand it better.
  • #1
Janiceleong26
276
4
1. Homework Statement

image.jpg


Ok so for part ii) b)

I calculated the average speed as follow,
Average speed= 3792.6/ (2x266.67), where 3792.6m is the total distance, and 266.67s is the time when v=0 , i.e. the time from O to the turning point

But it should be 3792.6/ 400, where 400s is the time when x=0 , i.e. returns to O

I'm confused, why isn't the total time (2x266.67) ? What is there a difference in the time?
 
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  • #2
Why do you think it takes as long to get back from the turning point as it does to reach it?
 
  • #3
Yes there is. v is not symmetric as with constant acceleration. Make a sketch.
 

Related to Average Speed Calculation: Why 2x266.67 Doesn't Work

1. What is average speed and why is it important to calculate?

Average speed is the total distance traveled divided by the total time taken. It is important to calculate because it gives an overall understanding of how fast an object is moving and can be used to make predictions about future motion.

2. Why does using the formula 2x266.67 not work for calculating average speed?

The formula 2x266.67 only works for calculating the average speed of an object that travels at a constant speed for a specific time. It does not take into account any changes in speed during the journey, making it inaccurate for most real-life situations where speed can vary.

3. What is the correct way to calculate average speed?

The correct way to calculate average speed is to divide the total distance traveled by the total time taken. This takes into account any changes in speed during the journey and gives a more accurate representation of the average speed.

4. Can average speed be higher than the maximum speed of an object?

No, average speed cannot be higher than the maximum speed of an object. Average speed is calculated by dividing the total distance traveled by the total time taken, so it is always equal to or lower than the maximum speed.

5. How is average speed different from instantaneous speed?

Average speed is the overall speed of an object over a period of time, while instantaneous speed is the speed of an object at a specific moment in time. Average speed takes into account any changes in speed during the journey, while instantaneous speed only shows the speed at a single point in time.

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