Consider the following languages.L1 = {wxyx | w, x, y ϵ (0 + 1)+}L2 = {xy | x, y ϵ (a + b)*, |x| = |y|, x ≠ y}Which one of the following is TRUE?

L1 is context-free but not regular and L2 is context-free.

L1 is regular and L2 is context-free.

Neither L1 nor L2 is context-free.

L1 is context-free but L2 is not context-free

Consider the following languages.L1 = {wxyx | w, x, y ϵ (0 + 1)+}L2 =

1.	Consider the following languages.L1 = {wxyx \| w, x, y ϵ (0 + 1)+}L2 = {xy \| x, y ϵ (a + b)*, \|x\| = \|y\|, x ≠ y}Which one of the following is TRUE?
A.	L1 is regular and L2 is context-free.
B.	L1 is context-free but not regular and L2 is context-free.
C.	Neither L1 nor L2 is context-free.
D.	L1 is context-free but L2 is not context-free
Answer» B. L1 is context-free but not regular and L2 is context-free.

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Consider the following languages.L1 = {wxyx | w, x, y ϵ (0 + 1)+}L2 = {xy | x, y ϵ (a + b)*, |x| = |y|, x ≠ y}Which one of the following is TRUE?

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