If α and β are the roots of the equation 2z^2- 3z-2i=0 , where i= √(-1) , then 16 Re ((α^19+β^19+α^

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If α and β are the roots of the equation 2z^2 - 3z - 2i = 0 ,where i= √(-1) , then 16 Re ((α^19+β^19 If α and β are the roots of the equation 2z^2 - 3z - 2i = 0 ,where i= √(-1) , then 16 Re ((α^19+β^19
If alpha and beta are roots of 2z^2-3z-2i=0 then 16Re(JEE Main|Session 2|2025|Complex|CLASS 11|PYQ If alpha and beta are roots of 2z^2-3z-2i=0 then 16Re(JEE Main|Session 2|2025|Complex|CLASS 11|PYQ
If a&b are the roots of the equation 2z2-3z-2i=0,i=(-1)^-1/2, then 16.Re(a^19+b19+a11+b11 /a15+b15). If a&b are the roots of the equation 2z2-3z-2i=0,i=(-1)^-1/2, then 16.Re(a^19+b19+a11+b11 /a15+b15).
If α and β are the roots of the equation 2z^2−3z−2i=0, where i=√−1, then 16⋅Re | JEE MAIN 2025 If α and β are the roots of the equation 2z^2−3z−2i=0, where i=√−1, then 16⋅Re | JEE MAIN 2025
If 𝜶 and 𝜷 are the roots of the equation 2𝒛^𝟐 – 3z – 2i = 0, where i = √(−𝟏), then 16∙𝑹𝒆((𝜶^𝟏𝟗+𝜷^𝟏𝟗+ If 𝜶 and 𝜷 are the roots of the equation 2𝒛^𝟐 – 3z – 2i = 0, where i = √(−𝟏), then 16∙𝑹𝒆((𝜶^𝟏𝟗+𝜷^𝟏𝟗+
Roots of Quadratic Equation-Alpha & Beta problems Roots of Quadratic Equation-Alpha & Beta problems
Your short cut to Alpha and Beta Problems| Form new Quadratic Equations Easily#maths,#education Your short cut to Alpha and Beta Problems| Form new Quadratic Equations Easily#maths,#education
Let α and β be the roots of the equation x2+(2i−1)=0. Then the Value of | α 8 +β 8 | = Let α and β be the roots of the equation x2+(2i−1)=0. Then the Value of | α 8 +β 8 | =