Question: (1) (10 pts) Let L-(00k | k > i + j). Use the pumping ien ma to show that L is not regular (2) (10

(1) (10 pts) Let L-(00k | k > i + j).

(1) (10 pts) Let L-(00k | k > i + j). Use the pumping ien ma to show that L is not regular (2) (10 pts) Let L- fww E f0,1 to show that L is not regular w is not a palindrome Use the pumping lemma (3) (15 pts) Let L(om1 | m n. Use closure properties of regular languages to prove L is not regular (4) (15 pts) Let -(0.1, +,-) Let ADDy+z | x,y,z are binary integers, and x is the sum of y and z pumping lemma to prove ADD is not regular Use the (5) (10 pts) Let L 1 that L is regular e (0, and y contains at least k 1s, for k Show

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