(e) State the decision rule: Reject HO and accept Ha v o at a = % if the p-value of the sample statistic is Select an answer (f) Experiment: Symbol of the sample statistic: Opi - P2 Or O Pz Op Op Value of the sample statistic: P-value of the sample statistic rounded to 4 decimal places: (e) Conclusion: Fail to reject H0 O at a = 9%6

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I’m having trouble answering some parts of this question. Please help me out! Part e, f, g Thank you so much
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:
Ho: The population mean
O light bulb life is equal to
848
f hours.
Symbols: O lp, -O H,0 1 - 20 Hz z,0 pL,O µ o=v
848
Ha: The population mean
vV o light bulb life is more than
848
* hours.
Symbols:
848
(b) The correct symbol for the mean of the sampling distribution is:
OPi - P2
O Hp, -Pa
Op
O Hp
Or
Oi - E2
O uz
hp
esc
12
# No
24
&
7
3
4.
8
y
T.
YH
K
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: Ho: The population mean O light bulb life is equal to 848 f hours. Symbols: O lp, -O H,0 1 - 20 Hz z,0 pL,O µ o=v 848 Ha: The population mean vV o light bulb life is more than 848 * hours. Symbols: 848 (b) The correct symbol for the mean of the sampling distribution is: OPi - P2 O Hp, -Pa Op O Hp Or Oi - E2 O uz hp esc 12 # No 24 & 7 3 4. 8 y T. YH K
(e) State the decision rule:
Reject HO and accept Ha v o at a =
% if the p-value of the
sample statistic
O is Select an answer
(f) Experiment:
Symbol of the sample statistic:
Ox
Or
O Pz
Op
Op
Value of the sample statistic:
P-value of the sample statistic rounded to 4 decimal places:
(g) Conclusion: Fail to reject H0
vV o at a =
(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.
hp
Transcribed Image Text:(e) State the decision rule: Reject HO and accept Ha v o at a = % if the p-value of the sample statistic O is Select an answer (f) Experiment: Symbol of the sample statistic: Ox Or O Pz Op Op Value of the sample statistic: P-value of the sample statistic rounded to 4 decimal places: (g) Conclusion: Fail to reject H0 vV o at a = (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. hp
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