The marketing manager of a large multinational corporation is concerned that some salespersons perform very well and others quite poorly. To help analyze the problem he draws a random sample of 20 salespersons, determines their commission incomes, and calculates the following statistics: x = $37.2, and s = $7.6. Use a 0.05 to test whether the population variance exceeds $35. Ho: o² ≤ 35 Ha: o² > 35 (A) Reject Ho if x² ≥30.1435 (B) Reject Ho if x² ≥32.8523 (C) test statistic is 31.355 (D) Conclusion: Ho cannot be rejected

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
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ISBN:9780079039897
Author:Carter
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Chapter4: Equations Of Linear Functions
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The marketing manager of a large multinational corporation is concerned that some salespersons perform very well
and others quite poorly. To help analyze the problem he draws a random sample of 20 salespersons, determines
their commission incomes, and calculates the following statistics: x = $37.2, and s = $7.6. Use a 0.05 to test
whether the population variance exceeds $35.
Ho: o² ≤ 35
Ha: o² > 35
(A) Reject H。 if x² ≥30.1435 (B) Reject H₁ if x² ≥32.8523
(C) test statistic is 31.355
(D) Conclusion: Ho cannot be rejected
Transcribed Image Text:The marketing manager of a large multinational corporation is concerned that some salespersons perform very well and others quite poorly. To help analyze the problem he draws a random sample of 20 salespersons, determines their commission incomes, and calculates the following statistics: x = $37.2, and s = $7.6. Use a 0.05 to test whether the population variance exceeds $35. Ho: o² ≤ 35 Ha: o² > 35 (A) Reject H。 if x² ≥30.1435 (B) Reject H₁ if x² ≥32.8523 (C) test statistic is 31.355 (D) Conclusion: Ho cannot be rejected
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