IF ALPHA AND BETA ARE THE ROOTS OF THE EQUATION X^2+X+1=0, THEN THE EQUATION WHOSE ROOTS ARE ALPHA^19, BETA^7 IS_______

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abhivyakti · Answer

x 2 + x+1=0(answer) the roots of x 2 + x+1=0 are both imaginary ꙍ, ꙍ 2 . Alpha 19 = ꙍ 19 = ꙍ Beta 7 = ꙍ 14 = ꙍ 2 Therefore, the equation whose roots are ꙍ, ꙍ 2 is x 2 +x+1=0

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IF ALPHA AND BETA ARE THE ROOTS OF THE EQUATION X^2+X+1=0, THEN THE EQUATION WHOSE ROOTS ARE ALPHA^19, BETA^7 IS_______

IF ALPHA AND BETA ARE THE ROOTS OF THE EQUATION X^2+X+1=0, THEN THE EQUATION WHOSE ROOTS ARE ALPHA^19, BETA^7 IS_______

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IF ALPHA AND BETA ARE THE ROOTS OF THE EQUATION X^2+X+1=0, THEN THE EQUATION WHOSE ROOTS ARE ALPHA^19, BETA^7 IS_______

IF ALPHA AND BETA ARE THE ROOTS OF THE EQUATION X^2+X+1=0, THEN THE EQUATION WHOSE ROOTS ARE ALPHA^19, BETA^7 IS_______

1 Answers

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Other Related Questions on Algebra

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