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S2 question Sampling

Could I have help with 6a please?IMG_0472.jpg
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(edited 7 years ago)

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Original post by swagmister
IMG_0472.jpg
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Could I have help with 6a please?


Unless you've misread the value from the table I see nothing wrong with your working
Reply 2
Original post by SeanFM
Unless you've misread the value from the table I see nothing wrong with your working


The answers say it's 0.155 I tried 6b which was a similar question but also got the wrong answer :s-smilie:
Original post by swagmister
The answers say it's 0.155 I tried 6b which was a similar question but also got the wrong answer :s-smilie:


Beats me, sorry. I agree with your answer :smile:
Reply 4
Original post by SeanFM
Beats me, sorry. I agree with your answer :smile:


Maybe the textbook is wrong? I'll ask my teacher tomorrow, thanks for taking a look anyway 👍
Shouldn't there be a continuity correction, since it's a binomial distribution?

Original post by swagmister
Could I have help with 6a please?IMG_0472.jpg
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Reply 6
Original post by NotNotBatman
Shouldn't there be a continuity correction, since it's a binomial distribution?


Idk that would make sense but I didn't use it in any of the other questions that similar and got the right answer
Original post by swagmister
Idk that would make sense but I didn't use it in any of the other questions and got the right answer


Try it again with a continuity correction and see if you get the answer in the textbook.
Reply 8
Original post by NotNotBatman
Try it again with a continuity correction and see if you get the answer in the textbook.


I got 0.9292 image.jpg
Reply 9
Original post by NotNotBatman
Try it again with a continuity correction and see if you get the answer in the textbook.


Do you not need a continuity correction because the means and sampling mean aren't discrete?
Original post by swagmister
I got 0.9292 image.jpg


You'd need to apply the continuity correction to the total score (mean multiplied by number of throws) and then divide by 70.
Original post by NotNotBatman
You'd need to apply the continuity correction to the total score (mean multiplied by number of throws) and then divide by 70.


So ((35/12)+0.5)/70??
(edited 7 years ago)
Original post by swagmister
So ((32/15)+0.5)/70??


Where's 32 and 15 coming from?

You do 3.3 x 70 = 231, then apply the continuity correction and divide by 70, then you find your standardized z value.
Original post by NotNotBatman
Where's 32 and 15 coming from?

You do 3.3 x 70 = 231, then apply the continuity correction and divide by 70, then you find your standardized z value.


Oh I was taught to add or minus 0.5 onto x where eg. P(X<x), I got 0.1723 this time:s-smilie:image.jpg
Original post by swagmister
Oh I was taught to add or minus 0.5 onto x where eg. P(X<x), I got 0.1723 this time:s-smilie:image.jpg


In this case it's different because it's a mean.

You've done the continuity correction the wrong way around; it's less than x, not less than or equal to, so subtract 0.5.

230.5/70 = 3.29...
Original post by NotNotBatman
In this case it's different because it's a mean.

You've done the continuity correction the wrong way around; it's less than x, not less than or equal to, so subtract 0.5.

230.5/70 = 3.29...


Oh right I haven't learnt that yet, oh yeah, I got 0.1585
Nevermind I read the tables wrong
Got 0.155 now!
How come you use the continuity correction in Q6 but not Q5?
image.jpg


Original post by NotNotBatman
In this case it's different because it's a mean.

You've done the continuity correction the wrong way around; it's less than x, not less than or equal to, so subtract 0.5.

230.5/70 = 3.29...
Original post by swagmister
How come you use the continuity correction in Q6 but not Q5?
image.jpg


I'm not sure, I think you should use a continuity correction.

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