Question: Show that a) z9-1 = 1 for all z E GF (q)* b) If GF (q) = {a, a,..., a}, then za = z

Show that a) z9-1 = 1 for all z E GF (q)*

Show that a) z9-1 = 1 for all z E GF (q)* b) If GF (q) = {a, a,..., a}, then za = z is factored over GF (q) as c) z9 = = z for all z E GF (q) (z-a)(z-a)... (z-ag)

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