given the grammar G with following production rules, S--->a|aS| bS, determine whether the string aababbba can be generated by the grammar
a* means what in an NfA?(non finite automata)
yes this string can be generated by this production rules
how? please state
I hope this will help u....
wW THANKS BUT I GOT LOST FROM STEP 4'AN YOU EXPLAIN THEM PLEASE
After 4th step we have to apply 3 production 3 times as our requirement so * denotes in many steps .but can also apply 3 steps individually one after another.
please do you have a pdf on this topic that can explain more . i am in an open university , so i don't have lectures only my book. please can you write a pdf or seed me series of pixs just to make me understand the concept
e.g . consider the grammar S--->L= R/R L---->*R/i R--->L a) compute all the LR()) iterms for all the above grammer b)construct an NFA whose states are the LR(0) iterms from (a)
Can u please take pic of problem and send I don't understand equation
And which notes u want context free grammar or n FSA??????
both if you have please. needed very urgently
thank you so much
hello you there?
Consider the grammar G below: G: E E + T / T T T * F / F F (E) / i a) Generate the non-left recursive version of the grammar ) 5 marks
b) what are the augmented grammar for this grammar
means (map to ) or ----->
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