G canproduce all the strings having same number of a's & b's are correct. Because it may not produce them in contiguous manner & the word " contiguous " is not mentioned in the phrase.
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4.45 sir in pyq question if part of the grammer can be converted to right recursion then can we consider the left and right given left recursion is already present.
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4:45 sir in pyq question if part of the grammer can be converted to right recursion then can we consider the left and right given left recursion is already present.
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G canproduce all the strings having same number of a's & b's are correct. Because it may not produce them in contiguous manner & the word " contiguous " is not mentioned in the phrase.
contiguous is also included in all, all means universal set of strings generated by the grammar
Homework question:- option B
only a mature teacher can give you respect of saying sir, very nice explanation sir.
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Superb explanation ✨✨✨✨✨✨✨✨✨
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sir mast samajh a gaya btw kya khake aye hai sir jii love you sir jii
Thanks you sir
Please continue please provide contents.
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my college professor study from your lecture
Nicely explained sir 😇
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VER WELL EXPLAINED☺
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sir anand Yagya , great explanation
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Option -b
Bdiya trick hai sir
Tqvery much
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HW question Option b is correct
Done, thanks :)
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Thankyou sir
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Thankq sir
Most welcome & keep learning.
Yes
4.45 sir in pyq question if part of the grammer can be converted to right recursion then can we consider the left and right given left recursion is already present.
Option b
provide whole comppiler lessons
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Option B
No , thanks sir 🌻
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11:19 No
The ANSWER of the HOME-WORK question is "NO" .
b) No
B) No
S->iEtS|iEtSes|a,E->b is this grammar ambiguous
Please answer this question. I can not & Please explain it alongwith
Why 2nd STATEMENT is false ???? The GRAMMER always generates a STRING , where the nuber os as & bs are same , how can it be wrong ?
same question..sir pls reply
Ans no
answer is no
no
No
no
Nooooooooooooooo
4:45 sir in pyq question if part of the grammer can be converted to right recursion then can we consider the left and right given left recursion is already present.
thanks sir
NO
No
No
no
No