WorksheetsConfidence Intervals for Proportions
Total questions: 17
Worksheet time: 41mins
A preliminary study suggests that 87% of people agree on an issue. How large must your sample size be so you could be within ± 3% of p calculate at 90% confidence?
7
466
5
338
Find the critical value, z* for 97%
1.88
2.17
-1.88
-2.17
Which confidence would result in a wider interval (assuming nothing else changed), 91% or 97%?
97%, z* is larger for higher confidence intervals
97%, the standard error is larger for higher confidence intervals
91%, z* is larger for lower confidence intervals
91%, the standard error is smaller for lower confidence intervals
For a sample, the 95% confidence interval is (0.202, 0.482).
What is the margin of error of this sample?
0.28
0.14
0.342
0.684
For a sample, the 95% confidence interval is (0.202, 0.482).
What is the point estimate, p̂, of this sample?
0.28
0.14
0.342
0.684
The symbol for the sample proportion is __________.
Z*
p̂
E
p
The amount added and subtracted to the statistic.
Margin of Error
Point Estimator
Statistic
Population
Given the Critical Value of z* = 2.11, find the Confidence Level.
96.52%
0.9652
.9826
98.26%
True or False:
The more confident you want to be, the smaller your confidence interval will be.
True
False
