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A formal languages set is superset of regular languages set and there may be formal languages which are not regular language. Actually, formal language is a set of finite strings of letters and symbols. A regular language is possibly infinite set of finite sequences of symbols from a finite alphabet. Therefore, regular language and formal language are the same language because these are generated by a prefix and regular grammar. These are defined in monadic second order logic and these can be accepted by a deterministic and nondeterministic finite state machine. Hence, we can saw that, formal language set and regular language set has same properties so regular language is subset of formal language.
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CS402 GDB data
See the attached file please