Take the Distribution from Problem 7 and Compute the Strength

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Examlex · Accepted Answer

The Answer is It is appropriate to utilize tau b as a measure of association because the number of rows and columns in the table are equal.
N_s = 3,043 (value from problem 7)
N_d = 348 (value from problem 7)
T_y = 1,475 (value from problem 9)
T_x for cell A = (31) × (8 + 3) = 341
T_x for cell B = (12) × (32 + 12) = 528
T_x for cell C = (2) × (4 + 17) = 42
T_x for cell D = (8) × (3) = 24
T_x for cell E = (32) × (12) = 384
T_x for cell F = (4) × (14) = 56
Total T_x= 1,375

\begin{array} { c } b = \frac { N _ { s } - N _ { d } } { \sqrt { \left( N _ { s } + N _ { d } + T _ { y } ight) \left( N _ { s } + N _ { d } + T _ { x } ight) } } = \frac { 6043 - 348 } { \sqrt { ( 3043 + 348 + 1475 ) ( 3043 + 348 + 1375 ) } } \= \frac { 2695 } { \sqrt { 4866 imes 4766 } } = \frac { 2695 } { 4815.74 } = 0.5596\end{array}

Utilizing tau b, you find that the relationship between level of officer/population ratio and the level of overall job satisfaction is moderate (similar to the value you got utilizing Somer's d, but significantly lower than the value you got utilizing gamma).

Take the Distribution from Problem 7 and Compute the Strength

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Correct Answer:
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Take the Distribution from Problem 7 and Compute the Strength

Essay

Correct Answer:VerifiedShow Answer

Correct Answer:
Verified