$$I would appreciate if you could assist with answering the following questions. Thank you$$

Refer to this chart for questions $1-3.$ You can assume that this is a standard box plot as we learned in class.

From Hong, T$.,$ & Stauffer, W$.$ R$.(2023).$ Computational complexity drives sustained deliberation. Nature Neuroscience, $1-8.$

What is the approximate median performance in the highest Complexity condition $)=(2?$

A$)$ About $0\mathrm{.}86$

B$)$ About $0\mathrm{.}78$

C$)$ About $0\mathrm{.}82$

D$)$ A box plot does not show the median, only the mean

Which statement is true based on the chart?

A$)$ The inter$-$quartile range $($IQR$)$ in the High Complexity $(k=2$ condition is greater than the IQR in the Medium Complexity $(k=1$ condition.

B$)$ The inter$-$quartile range $($IQR$)$ in the Medium Complexity $(k=1)$ condition is greater than the IQR in the High Complexity $)=(2$ condition.

C$)$ The mean performance in the High Complexity $)=(2$ condition is lower than the mean performance in the Low Complexity $)=(0$ condition

D$)$ In the Low Complexity $)=(0$ condition there are many outliers below the IQR as indicated by the long whisker extending below the box.

What was the highest Performance level reached for any individual data point?

A$)$ About $0\mathrm{.}91$

B$)$ About $0\mathrm{.}90$

C$)$ About $0\mathrm{.}86$

D$)$ A box plot does not show information about individual data points.