(-2-1/3i)^3 express in the form of a+ib
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Answer:
(-25/3) + 4i
Step-by-step explanation:
(a-b)³ = a³-b³-3ab(a-b)
(-2 - (1/3i))³ = (-2)³- (1/3i)³ - 3(-2)(1/3i)(-2-(1/3i))
= -8 + (1/9) +(2/i)(-2-(1/3i))
= -8 +(1/9) - (4/i) - (-2/3i²)
= -8+(1/9)-(2/3)-(4/i)
= (-25/3) - (4/i)
= (-25/3) + (4i)
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