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(Solved): please answer both questions or leave for next tutor. Which of the following languages is the produc ...



please answer both questions or leave for next tutor.

Which of the following languages is the product \( \left.\left\{a^{n} b \mid n>=0\right\} c^{n} \mid n>=0\right\} \)
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Which of the following languages is the product \( \left.\left\{a^{n} b \mid n>=0\right\} c^{n} \mid n>=0\right\} \) \[ \begin{array}{l} \left\{a^{n} b c^{m} \mid n>=0, m>=0\right\} \\ \left\{a^{n} b c^{n} \mid n>=0\right\} \\ \left\{a^{n} b^{m} c^{n} \mid n>=0, m>=0\right\} \\ \left\{a^{n} b^{n} c^{n} \mid n>=0\right\} \end{array} \] QUESTION 4 For the language \( \mathrm{L}=\left\{a^{n} b^{m} \mid n>=0, m>0\right\} \), which one of the following strings is not a part of the language? ab acb \( \operatorname{acccc} \) acccccccccecb


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1) The correct answer is : {an b cm | n >= 0, m >= 0} Explanation: The ' n ' in both languages are independent and when they are m
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