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S Mar 22 at 3:37 history became hot network question
S Mar 22 at 3:37 history became hot network question
Mar 22 at 0:27 answer added Harvey Motulsky timeline score: 2
Mar 21 at 23:08 comment added Dave @Apro9991 Then I request that you post a distinct question about that. Unlike some corners of the internet, Cross Validated is strictly Q&A, not a discussion forum or message board. $//$ If my answer here does not address why your teacher wants to use a z-test instead of a t-test, please do ask for clarification.
Mar 21 at 23:02 comment added Apro9991 I would then ask you to write me a text about why n = 2 is problematic so that I can show it to my teacher and discuss it with him. And can you tell me how to calculate it truly?
Mar 21 at 22:42 comment added Dave @Apro9991 and if Whuber and Flom and I say $n=2$ is problematic?
Mar 21 at 21:03 comment added Apro9991 It's simply a math problem from my teacher and I don't know why nuclear power blockers are used. I know that n = 2 is correct because my teacher said it himself.
Mar 21 at 20:45 comment added whuber Out of curiosity, what is a "nuclear power blocker" and how might that improve the health of anyone? Please be aware, too, that sick days are likely far from independent (which means if this were a real problem you wouldn't have enough information to answer and ought to proceed carefully so you don't provide unsupportable opinions). Finally, wouldn't $n$ count employees rather than years? Otherwise you seem to be maintaining that $n=2$ in any t-test, which clearly isn't right.
Mar 21 at 20:13 answer added Dave timeline score: 5
Mar 21 at 20:12 answer added Peter Flom timeline score: 2
Mar 21 at 20:03 comment added Apro9991 yes. The teacher also said that n is 2 because of the 2 years. Do you think it is wrong?
Mar 21 at 20:02 comment added Dave So why is $n=2$, because there are two years?
Mar 21 at 20:00 comment added Apro9991 The formula is following: t = (X-u)/(s/root(n)) . X is the sample mean which is 11.4, s is the stnadard deviation with 1.2 . u is the normal mean with 12.7 and n is the sample which is 2. t = (11.4-12.7)/(1.2/root(2)) . This is the way I calculated it to get the to get the test value
Mar 21 at 19:43 comment added Dave Welcome to Cross Validated! Why do you use $n=2?$ Are there only two employees? $//$ Think about how the standard deviation factors into whether or not you want to use a t-test. I think your teacher wrote a bad problem, but I do see how your teacher came up with the claim to use z instead of t.
S Mar 21 at 19:36 review First questions
Mar 21 at 20:07
S Mar 21 at 19:36 history asked Apro9991 CC BY-SA 4.0