The market portfolio $(M)$ provides a $15\%$ annual return with a $20\%$ standard deviation. The risk$-$free rate of return $(r_f)$ is $5\%$ per annum. Security $Q$ and $P$ provide $17\%$ and $11\%$ return per annum and their betas are $1\mathrm{.}2$ and $0\mathrm{.}8$ respectively. Based on this information $Mr$ Ali drew the following graph of Security Market Line $($SML$)$ to identify any mispricing of security $Q$ and $P$ in the market. Unfortunately, Jenny forgot to label her graph. Help her label the following graph.

i$)$ Among the points $A,B,C,D,E$ and $F$ on the graph $-$ Identify the points that are indicating the locations of security $Q$ and $P.$

ii$)$ Based on the information above, do you think security $Q$ and $P$ are mispriced in the market? Explain if these securities are overpriced or underpriced? If security $Q$ and $P$ are not mispriced, then explain why not.