Find the modulus and the principal argument of complex numbers uueT and expICSS in terms of Arg(θ) of each given: 1: 1+2i 2: 8-1 3: 33-4i 4: -√3 - 3i
Added by William J.
Step 1
For the complex number -ji, we have: - Modulus: | -ji | = sqrt( (-j)^2 + 1^2 ) = sqrt(2) - Principal argument: arg(-ji) = atan(-1/0) = -pi/2 Show more…
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