Specialist Mathematics Β· Unit 3 Β· Further complex numbers Β· Complex arithmetic using polar form
Prove complex number identities involving modulus and argument, e.g. π§ π§Μ = |π§|2, |π§1| |π§2| = |π§1 π§2| and arg(π§1 π§2) = arg(π§1) + arg(π§2).
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