a. Ho : p = 0.28 Ha : p > 0.28 b. Level of Significance: a = 0.10 c. Computed Test Statistic: zcom =
a. Ho : p = 0.28 Ha : p > 0.28 b. Level of Significance: a = 0.10 c. Computed Test Statistic: zcom =
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:E. Drawing Conclusion About Population Proportion Based on Test
Statistic Value and Rejection Region
Directions: Compute the test statistic. Fill in the blank with the word
REJECT if the decision is to reject the null hypothesis. Otherwise, write
FAIL TO REJECT. Then, draw your own conclusions by completing the
statement.
A research states that 28% of college degrees are from engineering
courses. A researcher doesn't believe that this is correct. A sample of
1,000 graduates was used and it was found out that 295 have finished
engineering courses. Test the claim if it has increased at a = 0.10 level.
What is the correct null hypothesis?
a. Ho p = 0.28
Ha : p > 0.28
b. Level of Significance: a = 0.10
c. Computed Test Statistic: zcom
=
d. Critical Value: 1.282
does not fall
e. DECISION: Since the computed test statistic zcom =
in the rejection region,
the null hypothesis (Ho).
CONCLUSION: Therefore, we conclude that at 0.10 level of significance,
that
evidence
to
conclude
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