Question: Would like to know how to solve these tw o problems for both parts a and b (a) Let f()=[2.nc()3nb()1](mod4). Find a DFA,M which accepts

Would like to know how to solve these two problems for both parts a and b

(a) Let f()=[2.nc()3nb()1](mod4). Find a DFA,M which accepts the language, L4={{b,c}:f() is 0 or 2(mod4)}. (b) If =cbcbb find f()& check that it agrees with your DFA with as input. (a) Find a context-free grammar G which generates the language L5={anbk:n2k+1 \& k0}{bnck:0n3k+2 \& k0}. (b) Find derivations from your G for each of the strings: (i) a6b2 and (ii) b4cl

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