There are two key steps in using Pumping lemma to prove a language to be nonregular: pick w and i such that we can make proof reasoning easier and correct to lead to a contradiction. When we try to prove the following language L to be nonregular using Pumping lemma, L = {w∈Σ*, na(w) < nb(w)}, we pick w = ambm+1, then we should pick i =  ______. Group of answer choices   A)2 B)0 C)1

Database System Concepts
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ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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There are two key steps in using Pumping lemma to prove a language to be nonregular: pick w and i such that we can make proof reasoning easier and correct to lead to a contradiction. When we try to prove the following language L to be nonregular using Pumping lemma,
L = {w∈Σ*, na(w) < nb(w)}, we pick w = ambm+1, then we should pick i =  ______.
Group of answer choices
 
A)2
B)0
C)1
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