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Visualize unit complex numbers (rotation on Argand diagram)
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How to visualize unit complex numbers (a.k.a the circle group) rotating on the Argand diagram. Convert between cartesian rectangular form, modulus-argument, polar (trigonometric) and polar (Euler / exponential) form. Related to Coni's theorem and method for rotation of complex numbers.
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#shorts #math #maths #mathematic #mathematics #mathteacher #mathtutor #mathtricks #alevel #alevelmath #alevelmaths #complexnumbers #complexnumber #modulus #argument #argandplane #cartesian #rectangular #polarform #exponential #exponentialform #euler #geometry #rotate
Math Tutor - IB, A-Level, O-Level
Contact: +65 9649 2481
#shorts #math #maths #mathematic #mathematics #mathteacher #mathtutor #mathtricks #alevel #alevelmath #alevelmaths #complexnumbers #complexnumber #modulus #argument #argandplane #cartesian #rectangular #polarform #exponential #exponentialform #euler #geometry #rotate
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