Please upload the correct solution of this assignment i try my level best to solve it but no success so please help me immadiatly
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RECURSIVE DEFINITION
a. Give recursive definition of language defined over alphabet Σ = {a, b}, having all
strings STARTING WITH aa OR ENDING WITH bb
b. Give recursive definition of language defined over alphabet Σ = {a, b}, having all
strings with length MULTIPLE OF 2
c. Give recursive definition of language defined over alphabet Σ = {a, b}, having all
strings NOT ENDING with aa or bb
d. Give recursive definition of language defined over alphabet Σ = {a, b}, NOT
HAVING ab at any place.
e. Give recursive definition of ODD PALINDROME (PALINDROME WITH
ODD STRINGS ONLY) defined over alphabet Σ = {a, b}
Question No.2
REGAULAR EXPRESSIONS
Give Regular Expression for each of the following language defined over alphabet Σ =
{a, b}
a. Language having all strings STARTING AND ENDING WITH ab
b. Language of strings NOT having bb OR aa at any place
c. Language of all strings NOT HAVING aab in start
d. Language of all strings NOT HAVING aab in end
e. Language of all strings HAVING count of b’s multiple of 2 [No restriction on
count of a]
Question No.3
FINITE AUTOMATA
Give Finite Automata for each of the following language defined over alphabet Σ = {a, b}
a. Language having all strings with alternating a’s and b’s , some example strings
are ababab… or bababa…
b. Language having all strings NOT containing aa at any place
c. Language of all strings NOT STARTING with bb
d. Language of all strings STARTING WITH bba
e. Language having all strings NOT having even no of a’s and b’s
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Please upload the correct solution of this assignment i try my level best to solve it but no success so please help me immadiatly
hmmm.... well you can discuss this with us... it will be better.
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plz plz plz plz plz give me Solution
haseebsarwar42@yahoo.com
plz give the solutionnnn plzzzzzz
I will try to post it dear. Just wait.
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full solution in attachment
Step 1: a and b are in language L
Step 2: a(s)or b(s) is also in language L, Where s belongs to å*
Step 3: No strings except those constructed in above, are allowed to be in L
(b) Step 1: a and b are in Language L
Step 2: (s)b is also in language L, Where s belongs to å*
Step 3: No strings except those constructed in above, are allowed to be in L
(c) Step 1: a and b are in Language L
Step 2: (s)b is also in language L, Where s belongs to å*
Step 3: No strings except those constructed in above, are allowed to be in L
(d) Step 1: a and b are in Language L
Step 2: aa(s) or (s)aa(s) or (s)aa is also in language L, Where s belongs to å*
Step 3: No strings except those constructed in above, are allowed to be in L
(e) Step 1: a and b are in Language L
Step 2: b(s)ba is also in language L, Where s belongs to å*
Step 3: No strings except those constructed in above, are allowed to be in L
it is different as compare with current assignment
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