X² +1/x²+2-2x -2/x factorize
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x² + 1/ x² + 2 - 2x -2/x = (x+1/x)² - 2 (x+1/x)
Let x +1/x = t
t² - 2t = t(t-2) = (x+1/x) (x+1/x-2)
Let x +1/x = t
t² - 2t = t(t-2) = (x+1/x) (x+1/x-2)
jashanjotkaurdh:
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Answered by
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Answer:
Step-by-step explanation:
x * x + 1 / (x * x) + 2 - 2 * x - 2 / x
let x + 1 = z
( z * z ) - 2 * z = z ( z - 2 )
= (x + 1 / x) ( x + 1 / x -2)
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