Given the data set of $4$ objects$/$instances$/$samples$/$examples being described using three altribules$/$leatures $($F$1,$ F$2$ and F$3),$ What will be the similarity between Student $2$ and $3?$ Note: Assume that F$1$ is symmetric binary, F$2$ is Categorical and F$3$ is Ratio $($Continuous$)$ type of feature. Use Manhattan Distance for Continuous feature.

$\backslash$table$[[,$Gender,Programming Language,Time Taken for completing coding$],[($F$1),$Preference $($F$2),$assignment in Mins $($F$3),],[$Student$-1,$Female,C$+*,15],[$Student$-2,$Male,C$+*,10],[$Student$-3,$Male,$R,23],[$Student$-4,$Female,Python,$16]]$