Please help with part F which I got wrong answers: P-value of the sample statistic rounded to 4 decimal places: I thought it’s 0.0801 but the system said it’s wrong and

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Please help with part F which I got wrong answers: P-value of the sample statistic rounded to 4 decimal places: I thought it’s 0.0801 but the system said it’s wrong and Part G- Conclusion Fail to reject HO at a= ? I put 0.01 but that’s wrong too. Please help me with this question. Picture#2 Thank you!!!!
(e) State the decision rule:
Vo% if the p-value of the
Reject HO and accept Ha v o at a =1
sample statistic
o is less than or equal to 0.01
(f) Experiment:
Symbol of the sample statistic:
OPi - P2
O Hp
Or
O pz
Op
Op
Op
Value of the sample statistic: 866
P-value of the sample statistic rounded to 4 decimal places: 0.0801
(g) Conclusion: Fail to reject HO
vvo at a = 0.01
(h) Answer the question: Should the college purchase the new brand of light bulbs?
O Yes, because the p-value is less than alpha.
O No, because p-value is greater than alpha.
O Yes, because the p-value is greater than alpha.
O No, because the p-value is less than alpha.
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O o o O O
Transcribed Image Text:(e) State the decision rule: Vo% if the p-value of the Reject HO and accept Ha v o at a =1 sample statistic o is less than or equal to 0.01 (f) Experiment: Symbol of the sample statistic: OPi - P2 O Hp Or O pz Op Op Op Value of the sample statistic: 866 P-value of the sample statistic rounded to 4 decimal places: 0.0801 (g) Conclusion: Fail to reject HO vvo at a = 0.01 (h) Answer the question: Should the college purchase the new brand of light bulbs? O Yes, because the p-value is less than alpha. O No, because p-value is greater than alpha. O Yes, because the p-value is greater than alpha. O No, because the p-value is less than alpha. Question Help: Message instructor Submit Question O o o O O
Nassau Community College uses thousands of fluorescent light bulbs each year. The brand of bulb it
currently uses has a mean life of 848 hours with a population standard deviation of 72 hours. A
manufacturer claims that its new brand of bulbs, which cost the same as the brand the college currently
uses, has a mean life of more than 848 hours. The college has decided to purchase the new brand if, when
tested, the test evidence supports the manufacturer's claim at the 1% significance level. Suppose 49 bulbs
were tested and the mean life was found to be 866. Complete the steps of a hypothesis test below, and
then answer the question, "should the college purchase the new brand of light bulbs?"
(a) State the hypotheses:
Họ: The population mean
light bulb life is equal to
848
Vo hours.
Symbols: O o.-20 0 µ1 - 0 Pz-z0H po
848
H: The population mean
o light bulb life is more than
848
O hours.
848
(b) The correct symbol for the mean of the sampling distribution is:
OPi - P2
Op
Or
O I2 - I1
Ox
O P-22
Op
(c) The value for the mean of the sampling distribution is: 848
(d) Choose the correct distribution:
OT-Distribution
O Chi-Square Distribution
Transcribed Image Text:Nassau Community College uses thousands of fluorescent light bulbs each year. The brand of bulb it currently uses has a mean life of 848 hours with a population standard deviation of 72 hours. A manufacturer claims that its new brand of bulbs, which cost the same as the brand the college currently uses, has a mean life of more than 848 hours. The college has decided to purchase the new brand if, when tested, the test evidence supports the manufacturer's claim at the 1% significance level. Suppose 49 bulbs were tested and the mean life was found to be 866. Complete the steps of a hypothesis test below, and then answer the question, "should the college purchase the new brand of light bulbs?" (a) State the hypotheses: Họ: The population mean light bulb life is equal to 848 Vo hours. Symbols: O o.-20 0 µ1 - 0 Pz-z0H po 848 H: The population mean o light bulb life is more than 848 O hours. 848 (b) The correct symbol for the mean of the sampling distribution is: OPi - P2 Op Or O I2 - I1 Ox O P-22 Op (c) The value for the mean of the sampling distribution is: 848 (d) Choose the correct distribution: OT-Distribution O Chi-Square Distribution
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