Given that the number of winners from each starting position at the racetrack was as follows, what chi-square value is obtained? Does a relationship exist between winning and starting position? $\begin{array}{cc}
\text { Position}& \text {Winners }\
1 & 35 \
2 & 30 \
3 & 25 \
4 & 20 \
5 & 15\
&125 \text { races }
\end{array}$
A) 6, no
B) 8, no
C) 8, yes
D) 10, yes

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The Answer of Given that the number of winners from each starting position at the racetrack was as follows, what chi-square value is obtained? Does a relationship exist between winning and starting position? $\begin{array}{cc}
\text { Position}& \text {Winners }\
1 & 35 \
2 & 30 \
3 & 25 \
4 & 20 \
5 & 15\
&125 \text { races }
\end{array}$
A) 6, no
B) 8, no
C) 8, yes
D) 10, yes

Given That the Number of Winners from Each Starting Position PositionWinners 135230325420515125 races \begin{array}{cc}\text { Position}& \text {Winners }\\1 & 35 \\2 & 30 \\3 & 25 \\4 & 20 \\5 & 15\\&125 \text { races }\end{array} Position12345​Winners 3530252015125 races ​

Given That the Number of Winners from Each Starting Position $\begin{array}{cc}\text { Position}& \text {Winners }\\1 & 35 \\2 & 30 \\3 & 25 \\4 & 20 \\5 & 15\\&125 \text { races }\end{array}$