Consider the following language L.

L = { w | w ϵ (0+ 1)*, n1(w) = 3n | n ≥ 0}

Identify equivalent regular expression that generates L.

1
0*10*10*10*
2
(0*10*10*10*)*
3
0* + (0*10*10*10*)*
4
0* + (111)*

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