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Problem 4. Let p be an odd prime, and let Tp C Zp denote the set of elements of Zp which are perfect cubes: Tp-(a: a E z;}

(1) Show that if p1 (mod 3) then Tp (p 1)/3.

Problem 4. Let p be an odd prime, and let Tp C Zp denote the set of elements of Zp which are perfect cubes: Tp-(a: a E z;}
(1) Show that if p1 (mod 3) then Tp (p 1)/3.
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Given thadt eruat on fo some kE3. Let alb EP be the cet. up.头 . Tp

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