Recent content by Seneka

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    How can I minimize uncertainty in circular motion experiments?

    Thanks. How do I delete/close this thread?
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    How can I minimize uncertainty in circular motion experiments?

    There's not much to read. The diagram says it all. The procedure just says to swing the bung in a horizontal circle until the suspended weight remains stationary as this is when the weight is equal to the centripetal force. The paperclip acts as a marker to make this movement clear. It's...
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    How can I minimize uncertainty in circular motion experiments?

    Random error would be to do with not swinging the bung in a perfect circle so when I try to measure velocity, that would vary. Measurement of radius. How would I decrease percentage uncertainty? Use a smaller mass so that I get a larger radius so I can measure a longer length.
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    Singular 3x3 Matrix: Solving & Understanding

    Thanks @RPinPA @Mark44 I was more confused as to why row switching worked. A nice explanation I found was by looking at what the determinant does. By looking at a simple two by two the determinant will give you an area of a parallelogram. When you add a row to another one that creates a...
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    Singular 3x3 Matrix: Solving & Understanding

    But won't that change the value of R1 which will be equal to 3 instead of 2.
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    Poisson distribution probability problem

    I think it was an error. I got the right answer when I used my calculator to find the probability of less than and equal to 6 no errors and then subtracting from 1.
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    Poisson distribution probability problem

    Yeah I realized but now I am getting 2.03..x10 to the power -34 My calculation as 12choose7(e to the power -1.6) to the power 7 multiplied by (1-(e to the power -1.6)) to the power of 5 and carried this pattern until I came to 12...is this wrong?
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    Poisson distribution probability problem

    Are you suggesting doing a cumulative binomial distribution up to 5 where the probability of no error is e to the power -1.6?
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    Poisson distribution probability problem

    So I thought you would find the probability of having 0 errors when the mean rate is 1.6. Square that by 5 and multiply that by one minus the probability of having 0 errors to the power of 7. So that is basically the probability of having 0 errors to the power of 5 multiplied by the probability...
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