Solved

Suppose That You Want to Test H0 : P =

Question 29

Multiple Choice

Suppose that you want to test H0 : P = 0.25 against H1: P ≠ 0.25.The test statistic is:


A) ( Suppose that you want to test H<sub>0</sub> : P = 0.25 against H<sub>1</sub>: P ≠ 0.25.The test statistic is: A) ( - P<sub>0</sub>) / B) (p - P<sub>0</sub>) / C) ( - P<sub>0</sub>) / D) (p - P<sub>0</sub>) / [(P<sub>0</sub>) (1 - P<sub>0</sub>) / n]
- P0) /
Suppose that you want to test H<sub>0</sub> : P = 0.25 against H<sub>1</sub>: P ≠ 0.25.The test statistic is: A) ( - P<sub>0</sub>) / B) (p - P<sub>0</sub>) / C) ( - P<sub>0</sub>) / D) (p - P<sub>0</sub>) / [(P<sub>0</sub>) (1 - P<sub>0</sub>) / n]
B) (p - P0) / Suppose that you want to test H<sub>0</sub> : P = 0.25 against H<sub>1</sub>: P ≠ 0.25.The test statistic is: A) ( - P<sub>0</sub>) / B) (p - P<sub>0</sub>) / C) ( - P<sub>0</sub>) / D) (p - P<sub>0</sub>) / [(P<sub>0</sub>) (1 - P<sub>0</sub>) / n]
C) ( Suppose that you want to test H<sub>0</sub> : P = 0.25 against H<sub>1</sub>: P ≠ 0.25.The test statistic is: A) ( - P<sub>0</sub>) / B) (p - P<sub>0</sub>) / C) ( - P<sub>0</sub>) / D) (p - P<sub>0</sub>) / [(P<sub>0</sub>) (1 - P<sub>0</sub>) / n]
- P0) /
Suppose that you want to test H<sub>0</sub> : P = 0.25 against H<sub>1</sub>: P ≠ 0.25.The test statistic is: A) ( - P<sub>0</sub>) / B) (p - P<sub>0</sub>) / C) ( - P<sub>0</sub>) / D) (p - P<sub>0</sub>) / [(P<sub>0</sub>) (1 - P<sub>0</sub>) / n]
D) (p - P0) / [(P0) (1 - P0) / n]

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q24: The Next Questions Are Based On The

Q25: The Next Questions Are Based On The

Q26: The Next Questions Are Based On The

Q27: The Next Questions Are Based On The

Q28: The Next Questions Are Based On The

Q30: The Next Questions Are Based On The

Q31: The Next Questions Are Based On The

Q32: The Next Questions Are Based On The

Q33: The Next Questions Are Based On The

Q34: The Next Questions Are Based On The

Unlock this Answer For Free Now!

View this answer and more for free by performing one of the following actions

qr-code

Scan the QR code to install the App and get 2 free unlocks

upload documents

Unlock quizzes for free by uploading documents