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Statistics 2... help plz

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number 9
Original post by parvatee
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number 9


Start by finding the mean and variance of one observation.

Then since the observations are independent, all you need to is add the 3 means and add the 3 variances, to find the mean and variances of the required distribution.
Reply 2
Original post by ghostwalker
Start by finding the mean and variance of one observation.

Then since the observations are independent, all you need to is add the 3 means and add the 3 variances, to find the mean and variances of the required distribution.


thanks.. i tried doing it but i didnt get the answer.
my answer for mean is 13/8 but the answer is 51/8
i didnt bother doing variance because my mean was wrong
Original post by parvatee
thanks.. i tried doing it but i didnt get the answer.
my answer for mean is 13/8 but the answer is 51/8
i didnt bother doing variance because my mean was wrong


The mean is xP(X=x)\displaystyle \sum xP(X=x) so you did something wrong for one of them (or all of them?). It should be 17/8.
Reply 4
Original post by RDKGames
The mean is xP(X=x)\displaystyle \sum xP(X=x) so you did something wrong for one of them (or all of them?). It should be 17/8.


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i got 17/8 but the answers in the book is different
Original post by parvatee


i got 17/8 but the answers in the book is different


How are they different...? I said it's 17/8 for a single observation, not three of them which is what the book wants.

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