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Can somebody please explain thoroughly how to do question #3. I have worked through to get the z score 2.02 but am unsure how to
Can somebody please explain thoroughly how to do question #3. I have worked through to get the z score 2.02 but am unsure how to use this to get the critical value for the one tailed test and then what to do with that. Also what H0 or Ha means. Please explain every step involved and why it is being done/where values are coming from.I've read through the textbook and online over and over but just dont get it. Thank you
Q1: | What is the standard error of the mean? | Week | Number of People Staying at the Hotel | |||||||||||||||
1 | 200 | |||||||||||||||||
Answer: | 15.3492 | 2 | 300 | |||||||||||||||
3 | 380 | |||||||||||||||||
Standard deviation/square root of sample # | 4 | 250 | ||||||||||||||||
5 | 350 | |||||||||||||||||
Q2: | How would the standard error change if the sample size had been 100 instead of 35? | 6 | 320 | |||||||||||||||
(Assume that the sample standard deviation did not change.) | 7 | 300 | ||||||||||||||||
8 | 220 | |||||||||||||||||
The standard error will decrease if the sample size is increased to 100. | 9 | 220 | ||||||||||||||||
Standard error and sample size are inversely proportional. This means that as the sample size increases, the standard error will decrease. | 10 | 420 | ||||||||||||||||
11 | 340 | |||||||||||||||||
12 | 140 | |||||||||||||||||
Q3: | Test the marketing manager's claim, and provide your conclusion about whether or not the new plan | 13 | 440 | |||||||||||||||
increased the number of people staying at the hotel. | 14 | 320 | ||||||||||||||||
Note: The population standard deviation = 82 is assumed known, and the level of significance is = .05. | 15 | 440 | ||||||||||||||||
16 | 290 | |||||||||||||||||
17 | 290 | |||||||||||||||||
Original average | 300 | 18 | 480 | |||||||||||||||
Sample average | 328 | 19 | 350 | |||||||||||||||
20 | 440 | |||||||||||||||||
Z=(x-)/(/n) | 21 | 300 | ||||||||||||||||
Z=(328-300)/(82/35) | 22 | 110 | ||||||||||||||||
23 | 260 | |||||||||||||||||
Z=2.02 | 24 | 320 | ||||||||||||||||
25 | 480 | |||||||||||||||||
26 | 310 | |||||||||||||||||
27 | 280 | |||||||||||||||||
28 | 400 | |||||||||||||||||
29 | 410 | |||||||||||||||||
30 | 390 | |||||||||||||||||
31 | 420 | |||||||||||||||||
32 | 260 | |||||||||||||||||
33 | 290 | |||||||||||||||||
34 | 320 | |||||||||||||||||
35 | 440 |
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