Theory of Intelligence
10TH•Mathematics•Complex Numbers•Exercise 1.4

1.5 Finding Real and Imaginary Parts of Complex Number of $(x + iy)^n$ and $\left(\dfrac{x_1 + iy_1}{x_2 + iy_2}\right)^n$, where $x_2 + iy_2 \neq 0$ and $n = \pm 1$ and $n = \pm 2$

quizQuestion 1 of 2
Q1

Question 1

Find the real and imaginary parts of the following complex numbers:

Select Part:Part (i) of 7
(i)

(8−3i)2(8 - 3i)^{2}

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Step-by-Step Solution

Question 1 • Part (i)

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(i)

(8−3i)2(8 - 3i)^{2}

Solution

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