Circle TRUE or FALSE for each statement below for the alphabet $\backslash$Sigma $=\{$a$,$ b$,$ c$\}.$

$($a$)$ The number of strings that can be formed from $\backslash$Sigma is finite. TRUE FALSE

$($b$)$ A string that can be formed from $\backslash$Sigma must be of finite length. TRUE FALSE

$($c$)($ba$)$

$3=$ bbbaaa. TRUE FALSE

$($d$)$ abc is a substring of aabcbc. TRUE FALSE

$($e$)\{$a$,$ bac, cbd$\}$ is a subset of the language $\backslash$Sigma $$

$.$ TRUE FALSE