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2) Using De Moivres theorem to solve the following equation and represent the roots on the diagram. x4 + 16 = 0

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6 Solh Given 24 +16=0. - 16 or a4= or; --1 - or my on . (A) (2) = cosat ifina [ polar form of tre in cosntisina isina) All50 Pulting k=0, 1, 2, 3, from @ we get =col (A) ti sin (Al, Cos/2) ti Sin (3) cos (SA) ti sin cos (7) ti fin (72) = cos(al tiZa In poespro pair air form uplar are (rr) (2,-2) (-52, 12), (-12-17 (=re,re) I. (v2, (1282) V 2x Ere, ryfy i creare roote ar

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