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Consider the following grammar G': S --> XY X --> aX | az Y -->DY Z Z --> parw W --> TV T-->te V -->
Consider the following grammar G': S --> XY X --> aX | az Y -->DY Z Z --> parw W --> TV T-->te V --> VE Convert 'G' to Chomsky normal form, G'. Prove that L(G) and L(G') are equivalent
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