Math  /  Algebra

QuestionFind the sum of the pair of complex numbers. Then graph both complex numbers and their resultant. 56i,2+4i5-6 i,-2+4 i
The sum is \square (Type your answer in the form a+bi\mathrm{a}+\mathrm{bi}.)

Studdy Solution
Graph the complex numbers and their resultant: - Plot the point (5,6) (5, -6) for the complex number 56i 5 - 6i . - Plot the point (2,4) (-2, 4) for the complex number 2+4i-2 + 4i. - Plot the point (3,2) (3, -2) for the resultant complex number 32i 3 - 2i . - Draw vectors from the origin to each of these points to represent the complex numbers.
The sum of the pair of complex numbers is:
32i \boxed{3 - 2i}

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