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Which variable does not drive a terminal string in grammar? S -> AB A -> a B -> b B -> C

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1.
Consider the languages:
L1 = {anbncm | n, m > 0} 
L2 = {anbmcm | n, m > 0} 
Which one of the following statements is FALSE?
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Consider the languages L1 = ? and L2 = {1}. Which one of the following represents L*1? L*1 L*2 ?
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Given the following two languages : L1 = {an bn | n ? 0, n ? 100} L2 = {w ? {a, b, c}*| na(w) = nb(w) = nc(w)} Which of the following options is correct ?
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Let G = ({S}, {a, b} R, S) be a context free grammar where the rule set R is S ? a S b | SS | ? Which of the following statements is true?
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Given the following grammars: G1: S ? AB|aaB A ? aA | ? B ? bB | ? G2: S ? A|B A ? aAb | ab B ? abB | ? Which of the following is correct?
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