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Given the rules for Wolfram's 1-D cellular automaton 111->0, 110->1, 101->1, 100->0, 011->0, 010->1, 001->1, 000->0 and initial state 010, how many 1's are in the row after 5 steps?

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MCQs on several prominent 'unconventional' computational methods and theories, including quantum computation, DNA and molecular computation, genetic algorithms, and cellular automata.
 


Given the rules for Wolfram's 1-D cellular automaton 111->0, 110->1, 101->1, 100->0, 011->0, 010->1, 001->1, 000->0 and initial state 010, how many 1's are in the row after 5 steps?





 
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