prove that (z1+z2)³=z1³+3z1²z2+3z1z2²+z2³
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Answer:
(z1+z2)³=z1³+3z1²z2+3z1z2²+z2³
Step-by-step explanation:
(z1+z2)³=(z1+z2)^2 (z1+z2)
=(z1²+z2²+2z1z2) (z1+z2)
=z1³+3z1²z2+3z1z2²+z2³
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