Question
1). In order to track the percentages of misdiagnoses by emergency room doctors, a sample of 900 patients revealed that 36 patients were misdiagnosed with
1). In order to track the percentages of misdiagnoses by emergency room doctors, a sample of 900 patients revealed that 36 patients were misdiagnosed with indigestion instead of a heart attack. Historically, it was believed that physicians misdiagnose 6% of heart attacks.
Using an =0.05 level of significance, Complete the following steps to determine if this study proves that the misdiagnosis rate is less than the historical 6%?(All areas are reported to four decimal places; all z-scores are reported to two decimal places except the two special cases listed at the bottom of the table.)
Insert the following values from the question:
p =_____ % = _____(two decimals)
q =_____(two decimals)
x =_____
n =_____
p=_____(four decimals)
=_____
Set up the hypothesis statements (no spaces between characters):
H0:__________
H1:__________
Based on the hypothesis statements, will you use or (1 - ) to solve for zcrit?__________
What area will you use on the z-score table to find zcrit?__________
What is the value of zcrit?_________
Use the appropriate formula to solve for ztest:__________
Is the value of ztestfurther from zero than the value of zcrit?__________
Will yourejectorfail to rejectthe null hypothesis?__________
Does the study provide evidence that the misdiagnosis rate is less than the historical 6%?__________
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