1. Find the p-values for the following using the given information, assume alpha is 0.10; state whether you "fail to reject" or "reject" Ho in each case. a. The test statistic in a two-tailed test is z = -2.33 b. The test statistic in a left-tailed test is z = -1.25

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I’m feeling confused on question one and two
1. Find the p-values for the following using the given information, assume alpha is
0.10; state whether you "fail to reject" or "reject" Ho in each case.
a. The test statistic in a two-tailed test is Z = -2.33
b. The test statistic in a left-tailed test is Z = -1.25
2. The TeRn Downe 4 Whot! Alarm Clocks Company was
trying to find the proportion of its customers who would buy their
brand of alarm clocks again. If they want to be within 4 percentage
points of the population proportion, how many former customers
would they need to survey, given a confidence level of 98%?
) What is the maximum error?
What is the sample size?
a.
b.
3. The "Dhah BoiZ!" Group, an information management conglomerate, needed to
find how many news broadcasts to sample to be within 0.001 of the mean. If they
had an o equal to 0.02 broadcasts and a confidence level of 95%, find the
sample size needed.
What is the maximum error, and how did you find it?
What are the critical values (z) and the confidence level?
What is the sample size?
a.
4. (2pts. au..) Set up the 'Ho' and 'Ha' statements for the following, and
draw the bell curves showing the "rejection" or the "fail to reject" (accept)
onos for onoh auectin
Ps Lr
Lr
**
)
*
8
9
delete
Transcribed Image Text:1. Find the p-values for the following using the given information, assume alpha is 0.10; state whether you "fail to reject" or "reject" Ho in each case. a. The test statistic in a two-tailed test is Z = -2.33 b. The test statistic in a left-tailed test is Z = -1.25 2. The TeRn Downe 4 Whot! Alarm Clocks Company was trying to find the proportion of its customers who would buy their brand of alarm clocks again. If they want to be within 4 percentage points of the population proportion, how many former customers would they need to survey, given a confidence level of 98%? ) What is the maximum error? What is the sample size? a. b. 3. The "Dhah BoiZ!" Group, an information management conglomerate, needed to find how many news broadcasts to sample to be within 0.001 of the mean. If they had an o equal to 0.02 broadcasts and a confidence level of 95%, find the sample size needed. What is the maximum error, and how did you find it? What are the critical values (z) and the confidence level? What is the sample size? a. 4. (2pts. au..) Set up the 'Ho' and 'Ha' statements for the following, and draw the bell curves showing the "rejection" or the "fail to reject" (accept) onos for onoh auectin Ps Lr Lr ** ) * 8 9 delete
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