Question

Determine the following for the given information. Sample Proportion: Critical Value(s): Test Value: P-Value: Draw a Diagram: State Conclusion: 1) H0 : p = .3, H1 : p > .3 n = 200, x = 75, ? = .05 2) H0 : p = .55, H1 : p < .55 n = 150, x = 78, ? = .1 3) H0 : p = .9, H1 : p ? .9 n = 500, x = 440, ? = .05 4) Construct a 95% confidence interval about the sample proportion for question 1, and determine the margin of error. 5) Construct a 90% confidence interval about the sample proportion for question 2, and determine the margin of error. 6) Construct a 99% confidence interval about the sample proportion for question 3, and determine the margin of error. 7) Use binoamcdf for the small sample: H0 : p = .62, H1 : p < .62 n = 30, x = 16, ? = .05 Calculate the P-Value: State Conclusion:

          Determine the following for the
given information.
Sample Proportion:
Critical Value(s):
Test Value:
P-Value:
Draw a Diagram:
State Conclusion:
1) H0 : p = .3, H1 : p > .3
n = 200, x = 75, ? = .05
2) H0 : p = .55, H1 : p < .55
n = 150, x = 78, ? = .1
3) H0 : p = .9, H1 : p ? .9
n = 500, x = 440, ? = .05
4) Construct a 95% confidence interval
about the sample proportion for question 1,
and determine the margin of error.
5) Construct a 90% confidence interval
about the sample proportion for question 2,
and determine the margin of error.
6) Construct a 99% confidence interval
about the sample proportion for question 3,
and determine the margin of error.
7) Use binoamcdf for the small sample:
H0 : p = .62, H1 : p < .62
n = 30, x = 16, ? = .05
Calculate the P-Value:
State Conclusion:

Determine the following for the
given information.
Sample Proportion:
Critical Value(s):
Test Value:
P-Value:
Draw a Diagram:
State Conclusion:
1) H0 : p = .3, H1 : p > .3
n = 200, x = 75, ? = .05
2) H0 : p = .55, H1 : p < .55
n = 150, x = 78, ? = .1
3) H0 : p = .9, H1 : p ? .9
n = 500, x = 440, ? = .05
4) Construct a 95% confidence interval
about the sample proportion for question 1,
and determine the margin of error.
5) Construct a 90% confidence interval
about the sample proportion for question 2,
and determine the margin of error.
6) Construct a 99% confidence interval
about the sample proportion for question 3,
and determine the margin of error.
7) Use binoamcdf for the small sample:
H0 : p = .62, H1 : p < .62
n = 30, x = 16, ? = .05
Calculate the P-Value:
State Conclusion:

Added by Rosa P.

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