Question: Let A and B be two regular languages over an alphabet . Let's define the following operation on the sets A , B : |

Let A and B be two regular languages over an alphabet . Let's define the following operation
on the sets A,B :
|=a1b1cdotsakbk for some k1 and symbols a1
In other words, AoxB is the language of words that come from merging of all pairs of strings
uinA and vinB that have the same length (i.e.,|u|=|v|. Show that AoxB is regular.
Let A and B be two regular languages over an

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