A tearm of eye surgeons has developed a new technique for a risky eye operation to restore the sight of people blinded from a certain disease. Under the old method, it is known that only 34% of the patients who undergo this operation recover their eyesight. Suppose that surgeons in various hospitals have performed a total of 325 operations using the new method and that 124 have been successful (1.e., the patients fully recovered their sight). Can we justify the claim that the new method is better than the old one? (Use a 2% level of significance.) What is your decision and why? p-value a Reject the Ho p-value > a Fail to reject the Ho 37

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A team of eye surgeons has developed a new technique for a risky eye operation to restore the sight of people blinded from a certain disease, Under the old
method, it is known that only 34% of the patients who undergo this operation recover their eyesight.
Suppose that surgeons in various hospitals have performed a total of 325 operations using the new method and that 124 have been successful (i.e., the patients
fully recovered their sight). Can we justify the claim that the new method is better than the old one? (Use a 2% level of significanice.).
What is your decision and why?
p-value <a
Fall to reject the Ho
p-value > a
Reject the Ho
p-value >a
Fail to reject the Ho
357
Transcribed Image Text:A team of eye surgeons has developed a new technique for a risky eye operation to restore the sight of people blinded from a certain disease, Under the old method, it is known that only 34% of the patients who undergo this operation recover their eyesight. Suppose that surgeons in various hospitals have performed a total of 325 operations using the new method and that 124 have been successful (i.e., the patients fully recovered their sight). Can we justify the claim that the new method is better than the old one? (Use a 2% level of significanice.). What is your decision and why? p-value <a Fall to reject the Ho p-value > a Reject the Ho p-value >a Fail to reject the Ho 357
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