PYQ 2022 : Complex Numbers : If α and β are imaginary cube roots of unity, then value of α⁴+β²⁸+1/αβ

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PYQ 2022 : Complex Numbers: If α & β are complex cube roots of unity, then α³+β³+α−²β−² is equal to PYQ 2022 : Complex Numbers: If α & β are complex cube roots of unity, then α³+β³+α−²β−² is equal to
If \( \alpha \) and \( \beta \) are imaginary cube roots of unity, then find the value of \( \al... If \( \alpha \) and \( \beta \) are imaginary cube roots of unity, then find the value of \( \al...
If \( \alpha \) and \( \beta \) are imaginary cube roots of unity, then the value of \( \alpha^{... If \( \alpha \) and \( \beta \) are imaginary cube roots of unity, then the value of \( \alpha^{...
If α and β are imaginary cube roots of unity, then α^4+β^4+1/αβ is equal to If α and β are imaginary cube roots of unity, then α^4+β^4+1/αβ is equal to
PYQ 2021 : Complex Numbers : If w is cube root of unity, then (3+5w+3w²)² (3+3w+5w²)² is PYQ 2021 : Complex Numbers : If w is cube root of unity, then (3+5w+3w²)² (3+3w+5w²)² is
Properties of cube root of unity #pi2infinity #shorts #youtubeshorts #virulshortvideo Properties of cube root of unity #pi2infinity #shorts #youtubeshorts #virulshortvideo
Complex Numbers: JEE Main PYQ 2025 Solution | Cube Roots of Unity | IIT Kanpur Strategy Complex Numbers: JEE Main PYQ 2025 Solution | Cube Roots of Unity | IIT Kanpur Strategy
Complex Numbers Formulas -1 Complex Numbers Formulas -1