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if the following equation has more than two zeros then find the value of x ; (a-1)x²+(a²-1)x(a²-3a+2)=0

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write ℓ for the last term of a finite sequence, and so in this case we would have. ℓ = a + (n − 1)d. Key Point. An arithmetic progression, or AP, is a sequence where each new term after the first is obtained. by adding a constant d, called the common difference, to the preceding term.

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Arithmetic and geometric progressions - MathCentre

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if the following equation has more than two zeros then find the value of x ; (a-1)x²+(a²-1)x(a²-3a+2)=0​

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if the following equation has more than two zeros then find the value of x ; (a-1)x²+(a²-1)x(a²-3a+2)=0