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1. Find all complex roots of the following cubic equation. Write them in standard form z= a +ib where a and b are numerical v

for complex variables

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Answer #1

aj z3+32+1=0 Solving this Cubing equation we get 2 = ( (05-1)-(2,43 -0.32279 12 2= dira zo (0+113)(4 152,3 2 = 0.16 17 – 1.7o 223-622 +22+1=0 Salving we get 2-4-(1-15) (9+)1607) 2 (1+1 sz) 223413 [3(9+)1803)]%3 2 = -0.2670 0 Aug 23 (1-iro) Ż=1-(1+is

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