Consider the following two grammars with alphabet a and b i. (b*ab*a)*b* ii. (b*ab*a)*b*(b*ab*a)*b* Are there any strings are generated by one of the grammars and cannot be generated by the other? If there are more than one such string, how do you describe them.

Database System Concepts
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ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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Computer Science

Consider the following two grammars with alphabet a and b

i. (b*ab*a)*b*

ii. (b*ab*a)*b*(b*ab*a)*b*

Are there any strings are generated by one of the grammars and cannot be generated by the other? If there are more than one such string, how do you describe them. 

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