Among the following grammars, which statement$($s$)$ would be correct about being right or left linear grammar.

Group of answer choices

$(\{$a$,$b$,$S$\},\{0,1\},$ S $,\{$S$->$S$|0$a$\})$ is a right linear grammar.

$(\{$A$,$B$,$S$\},\{$a$,$b$\},$ S $,\{$S$->$a$|$bS$,$ A$->$b$|$aB$\})$ is a left linear grammar.

$(\{$a$,$b$,$c$,$S$\},\{0,1\},$ S $,\{$S$->1$S$|0$a$,$ a$->1|0$b$|1$c$\})$ is a left linear grammar.

$(\{$S$,$A$,$B$\},\{$a$,$b$\},$ S $,\{$S$->$S$|$aB$,$ A$->$AB$|$aA$\})$ is neither a right nor a left linear grammar.