Class: 12 If w ≄ 1 is a cube root of unity, show that (i) (1-w+w²)⁶ + (1+w-w²)⁶ = 128

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if w not equal to 1 is a cube root of unity show that (1-w+w^2)^6+(1-w^2+w)6=128 Mathes 2A if w not equal to 1 is a cube root of unity show that (1-w+w^2)^6+(1-w^2+w)6=128 Mathes 2A
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1.a) (1+ω–ω²)³ –(1–ω+ω²)³ = 0 . If ω be complex cube root of unity, show that (1+w–w²)³–(1–w+w²)³=0 1.a) (1+ω–ω²)³ –(1–ω+ω²)³ = 0 . If ω be complex cube root of unity, show that (1+w–w²)³–(1–w+w²)³=0
e ##XII MATHS EXERCISE 2.8 SUM NO8.if w#1 is a cube root of unity, show that(1-w+w²)⁶+(1+w-w²)⁶=128 e ##XII MATHS EXERCISE 2.8 SUM NO8.if w#1 is a cube root of unity, show that(1-w+w²)⁶+(1+w-w²)⁶=128
Given that \( 1, \omega, \omega^{2} \) are cube roots of unity, show that \[ \left(1-\omega+\ome... Given that \( 1, \omega, \omega^{2} \) are cube roots of unity, show that \[ \left(1-\omega+\ome...
12th Std maths Ex.2.8(8) If w is a cube root of unity, show that (i) (1-w+w^2)+(1+w-w^2)= 128 12th Std maths Ex.2.8(8) If w is a cube root of unity, show that (i) (1-w+w^2)+(1+w-w^2)= 128
Class:12 If w ≄ 1 is a cube root of unity, show that (ii) (1+w)(1+w²)(1+w⁴)(1+w⁸).....(1+w²⁽¹¹⁾)=1 Class:12 If w ≄ 1 is a cube root of unity, show that (ii) (1+w)(1+w²)(1+w⁴)(1+w⁸).....(1+w²⁽¹¹⁾)=1
If 1,w,w² are the cube roots of unity, then show that (2–w)(2–w²)(2–w¹⁰)(2–w¹¹) = 49 @EAG If 1,w,w² are the cube roots of unity, then show that (2–w)(2–w²)(2–w¹⁰)(2–w¹¹) = 49 @EAG