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I think yahi question sipring 2017 smester main b aya tha
agr koi senior student ho to wo help kar sakta ha
Finite automata, which are equivalent to regular expressions. Regular expressions are widely used in programming for matching strings and extracting text. They are a simple method of describing a set of valid strings using basic characters, grouping, and repitition. They can do a lot, but they can't match balanced sets of parentheses. Push-down automata, equivalent to context-free grammars. Text/input parsers and compilers use these when regular expressions aren't powerful enough (and one of the things you learn in studying finite automata is what regular expressions can't do, which is crucial to knowing when to write a regular expression and when to use something more complicated). Context-free grammars can describe "languages" (sets of valid strings) where the validity at a certain point in parsing the string does not depend on what else has been seen. Turing machines, equivalent to general computation (anything you can do with a computer)
100 % true solution
Point of View : Against that point
1: because for compiler construction, regular expression and finite automata is neccessary to understand
2: due to finite automata , regular expression can be solved and the best possible solution can be happened.
So, there is no worthlessness of studying regular expression and finite automata.
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