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SOLVED: 3. (i) Find all of the roots to the complex equation z^4+1=-i √(3) [7 marks] (ii) Plot the solutions found above in (i) on an Argand Diagram. [2 marks] (iii) How

Me and my friend have been working on this, seems to be a new way to solve third degree polynomials, we're both sophomores in high school. : r/math

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To find the roots of a quadratic equation, ax^2+ bx + c, where a, b, and c are real numbers, Jan uses the

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Ch. 4.6 : I Can define and use imaginary and complex numbers and solve quadratic equations with complex roots Success Criteria:  I can use complex numbers. - ppt download

How do you find the n^{th} roots of complex numbers in polar form?