Explain how complex numbers combine algebraically and graphically (solely using the graph, meaning just graphing the result of the algebraic computation is not sufficient) under the following operations:
Addition has been covered in previos question.
For division follow the rule:
lets take 2 complex numbers x1+iy1
multiply by conjugate of denominator
gives the division of the two complex number.
for graphing we have to use polar form
dividing 2 polar number gives
we have to plot new polar number by taking radius as r1/r2 and angle as (@1-@2)
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