x4-x2+1)(x4-x2-1) by using suitable identity
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Answer:
(2x+1) (2x-1)=(2x^2) -(1^2) ((a+b) (a-b)=a^2-b^2
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(x⁴-x²+1) (x⁴-x²-1)
= (x⁴-x²)² - (1)²
= (x⁴)² - 2.x⁴.x² + (x²)² - 1
= x^8 - 2x^6 + x⁴ - 1
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