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MATH Hosted by ALEKS Corp 8.3 Homework Previous 2 3 4 5 6 7 8 9 10 Next Question 2 of 10 (1 point) View problem in a pop-up 8
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Answer #1

2.

TRADITIONAL METHOD
given that,
possible chances (x)=104
sample size(n)=248
success rate ( p )= x/n = 0.419
I.
sample proportion = 0.419
standard error = Sqrt ( (0.419*0.581) /248) )
= 0.031
II.
margin of error = Z a/2 * (standard error)
where,
Za/2 = Z-table value
level of significance, α = 0.005
from standard normal table, two tailed z α/2 =2.807
margin of error = 2.807 * 0.031
= 0.088
III.
CI = [ p ± margin of error ]
confidence interval = [0.419 ± 0.088]
= [ 0.331 , 0.507]
-----------------------------------------------------------------------------------------------
DIRECT METHOD
given that,
possible chances (x)=104
sample size(n)=248
success rate ( p )= x/n = 0.419
CI = confidence interval
confidence interval = [ 0.419 ± 2.807 * Sqrt ( (0.419*0.581) /248) ) ]
= [0.419 - 2.807 * Sqrt ( (0.419*0.581) /248) , 0.419 + 2.807 * Sqrt ( (0.419*0.581) /248) ]
= [0.331 , 0.507]
-----------------------------------------------------------------------------------------------
interpretations:
1. We are 99.5% sure that the interval [ 0.331 , 0.507] contains the true population proportion
2. If a large number of samples are collected, and a confidence interval is created
for each sample, 99.5% of these intervals will contains the true population proportion

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