The table below displays the effects of hair color on political ideology for a sample.How should this relationship be characterized?
$\begin{array}{lcc}
&\underline{\text { Hair Color }}\
&\underline{\text { Blonde }}& \underline{\text { Not Blonde } }\
\text { Liberal }&{60 \%} &{60 \%} \
\text {Conservative }&\underline{40 \%} & \underline{40 \%}\
&{100 \%} & {100 \%}\
\end{array}$
A)this is a strong,positive relationship
B)this is a strong,negative relationship
C)there is no relationship between these variables
D)this is a perfect relationship

Question

The table below displays the effects of hair color on political ideology for a sample.How should this relationship be characterized?
$\begin{array}{lcc}
&\underline{\text { Hair Color }}\
&\underline{\text { Blonde }}& \underline{\text { Not Blonde } }\
\text { Liberal }&{60 \%} &{60 \%} \
\text {Conservative  }&\underline{40 \%} & \underline{40 \%}\
&{100 \%} & {100 \%}\
\end{array}$
A)this is a strong,positive relationship
B)this is a strong,negative relationship
C)there is no relationship between these variables
D)this is a perfect relationship

Quizplus · Accepted Answer

The table shows that the percentages are the same for both hair colors within each political ideology. This indicates that there is no relationship between hair color and political ideology. Therefore, choice C is the best answer.

The Table Below Displays the Effects of Hair Color on Political