To find the roots of any Complex Number, Cube roots of Unity

Problems based on Euler's form, To find roots of any Complex-Number, Cube - roots of unity.

Problems Based on Cube roots of Unity

Triangle - Inequality | cube root and nth roots of Unity | Roots of any Complex-Number Questions

To find number of roots of any equation

If w is an imaginary cube root of unity then prove that If w is a complex cube root of unity , find the value of (1+w)(1+w^2)(1+w^4)(1+w^8)..... to n factors.

Introduction and Cube root of Unity

The points representing cube roots of unity

Find the equation of the circle in argand plane which passes through non real cube roots of unity and touches two sides of triangle with vertices as cube roots of unity

If the cube roots of unity are 1,ww^(2), then the roots of the equation (x-1)^(3)+8=0, are