Calculating Acceleration with Spark Timers for Dynamics Cart Experiment

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To calculate acceleration using spark timers and ticker tape, measure the distance between dots and the time intervals. Average speed is determined by dividing the distance between marks by the time taken. For average acceleration, subtract the average speeds of consecutive intervals and divide by the time interval. Instantaneous acceleration can be derived from the slope of the velocity versus time graph. This method provides a clear approach to understanding acceleration in the dynamics cart experiment.
captain_planet
just a quick question on spark timers, mostly on ticker tape. I need a reminder on how to calculate the acceleration on the tape. i know i need to take a time measurement and the distance between the dots on the tape but from there do i need to calculate intervals or what? I'm using the acceleration to help find the coefficient of friction of a dynamics cart and brass mass on an inclined plane. thanks for the help!
 
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For acceleration it's velocity over time. So you need to find the velocity (distance over time).
For example if I move 5 meters in 5 seconds my velocity is 1m/s, then for acceleration I put 1m/s over 5s, then my acceleration is 0.2m/s.
 
i understand that, but acceleration is not constant and the v = d/t formula is for constant velocity...
 
It is average acceleration sorry, for instantaneous acceleration use dv/dt and velocity use dr/dt.
 
Of course, since you only have discrete values for the marks (not a continuous function), you can't really use "dv/dt".

What you need to do is find the average speed between each pair of marks: distance measured on the tape divided by the time interval.


Now do the same for each pair of average speed values: subtract the two speeds and divide by the time interval.

That gives the average acceleration over each interval and gives you an acceleration function between intervals.
 
thanks for the help
i figured out that the graph of the instananeous velocity of vs teh time at that speed will give me the slope equal to the acceleration. if i still sound confused please help but thanks for your replies!
 
The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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