Construct a regular expression for L = { w is in {a,b} * / |w| is divisible by 4 }
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Construct a regular expression for L = { w is in {a,b} * / |w| is divisible by 4 }
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- Find a regular expression R so that L(R) = L(D) where D is the following DFA:Construct a regular expression for L = { w is in {a,b} * / w ends with aa }For each of the following regular expressions over Σ = {a, b}, state 5 strings that are in the language of the regular expression, and 5 strings that are not. 1. (a∗b)∗|a∗2. (Σ∗aaΣ∗)|(Σ∗bbΣ∗)|(ab)∗|(ba)∗|a|b
- Question 1: Find all the strings and a regular expression for L = {VwV: V, wE {a, b)*, |V|= 2}. Question 2: Find a regular expression for L= {wE {0, 1)* : w has exactly one pair of consecutive zeros}Describes the regular expression (11)*Evaluate the following postfix expressions: 82 + 3 * 16 4 / + = 12 25 5 1 / / * 8 7 - - = 70 14 4 5 15 3 / * - - * 6 + = 3 5 6 * + 13 - 18 2 * + =