Elementary Statistics questions..
the sample proportion is always the midpoint in the confidence interval. ----> (.77+73)/2 = 0.75 The margin of error is the difference between the midpoint and the endpoints of confidence interval ---> 0.77 - 0.75 = 0.02
Oh. So I completely ignore 95% confidence?
I have a few more questions that I have no examples of, would you mind helping me with some of them?
sure, well the 95% confindence is important in setting up the interval but since its given to you, its not relevant to answering those questions
Alright. Thank you
I have no idea on where to even start on these
\[n = \frac{z^2 p(1-p)}{M^2}\] z = 1.96 because we want 95% confidence p = 0.5 M = margin of error = 0.02
by the way here is a reference i am using: https://onlinecourses.science.psu.edu/stat200/node/256
I have never seen that formula before
what formulas are you using in class?
For these questions Im working under chapters 6 and 7
ok its same formula used for sample size in ch. 6 they use E for margin of error they use sigma for variance, for proportions \[\sigma^2 = p (1-p)\]
when they use q, q = 1-p
Sorry but which formula are you talking about exactly?
Chapter 6: Min sample size to estimate p: \[n = pq (\frac{z}{E})^2\] q = 1-p z = 1.96 for 95% confidence E = 0.02
Okay I thought so
I got 2401
yes correct
Okay. Next question
Its a three part one :/
first lets find null hypothesis he picks up avg of 4 tons alternative would be picking up more than 4 tons \[H_0 : x = 4\] \[H_a: x > 4\]
Hmm I don't have that an an option. A. Ho: >4 vs. Ha: <4 B. Ho: </ 4 vs, Ha: >4 C. Ho: >/ 4 vs Ha: <4 D. Ho: = 4 Ha: =/ 4
The type II error is: Not concluding that the garbage collector picks up on average more than four tons of garbage per day when, in fact, he does.
oh ok, well null hypothesis is the normal default action. in this case it picking up 4 or less tons answer B
Okay
type 2 error answer is right
Alright
ok a = .05 p = .04 if p < a , what do we do?
If p-value is less than alpha, the null hypothesis should be rejected
correct
It was one of my previous questions
My options are: A. Fail to reject Ho because the p-value is less than 0.05 B. Reject Ho because the p-value is less then 0.05 C. Accept Ho because the p-value is less than 0.05 D. Fail to accept Ho because the p-value is less than 0.05
B, you either reject or fail to reject
Okay.. I have three more. Im going to put them in a new question so I can give you another metal. And this question is getting long.
ok
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