Given the contingency table shown here, find P(E | F). $ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$\text { Major }$
$\begin{array} {| c | c | c | c | c| }
\hline\text { Gender } & \text { Accounting } ( A ) & \text { Gen. Mgmt. } ( G ) & \text { Economics } ( E ) & \text { Row Total } \
\hline\text { Male } ( M ) & 210 & 180 & 140 & 530 \
\hline \text { Female } ( F ) & 150 & 160 & 160 & 470 \
\hline \quad \text { Col Total } & 360 & 340 & 300 & 1000\
\hline
\end{array}$
A).160
B).300
C).340
D).533

Question

Given the contingency table shown here, find P(E | F). $ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$ \quad $$\text { Major }$
$\begin{array} {|  c | c | c | c | c|  } 
\hline\text { Gender } & \text { Accounting } ( A ) & \text { Gen. Mgmt. } ( G ) & \text { Economics } ( E ) & \text { Row Total } \
\hline\text { Male } ( M ) & 210 & 180 & 140 & 530 \
\hline  \text { Female } ( F ) & 150 & 160 & 160 & 470 \
\hline  \quad \text { Col Total } & 360 & 340 & 300 & 1000\
\hline
\end{array}$
A).160
B).300
C).340
D).533

Quizplus · Accepted Answer

P(E | F) represents the probability of being in Economics given that the person is Female. From the table, there are 160 females in Economics out of a total of 470 females, so P(E | F) = 160/470. The correct choice is based on understanding conditional probability, not the raw numbers themselves, hence none of the provided choices directly represent the correct probability value.

Given the Contingency Table Shown Here, Find P(E | F) \quad

Given the Contingency Table Shown Here, Find P(E | F) $\quad$