Question: Problem consider the following type 0 grammar over the alphabet = {a b}: Show that if w is any string of a's and b's,

Problem consider the following type 0 grammar over the alphabet Σ = {a b}:

S UVX UV-aUY UV-bUZ YX VaX ZX VbX PROD 1 PROD 2

Show that if w is any string of a's and b's, then the word

can be generated by this grammar.

S UVX UV-aUY UV-bUZ YX VaX ZX VbX PROD 1 PROD 2 PROD 3 PROD 4 PROD 5 PROD 6 PROD 7 PROD 8 PROD 9 PROD 10 PROD 11 X A Ya aY Yb by ZaaZ Zb bZ UVA PROD 12 aV Va PROD 13 bVVb

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