Show that z 2 4 i 0 has a complex root (Hint given by the prof Lex z x iy, substitute in z 2 4i Collect the real part and the imaginary part (coefficient of i), set them to 0 and solve above two equations) ...

Show that: z 2 -4 i = 0 has a complex root. (Hint given by the prof:

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Show that:

z ² -4 i = 0 has a complex root.

(Hint given by the prof: Lex z = x + iy, substitute in z ² - 4i.

Collect the real part and the imaginary part (coefficient of i), set them to 0 and solve above two equations)

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C++ Primer Plus

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6th Edition

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Posted Date: May 05, 2023 12:48 AM

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Show that: z 2 -4 i = 0 has a complex root. (Hint given by the prof:

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