what should be added to get (x - 1/x - 2) to obtain (2x² - 4/x² - 4)
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Step-by-step explanation:
Let the number be y.
(x - 1/x - 2) + y = (2x² - 4/x² - 4)
y = (2x² - 4/x² - 4) - (x - 1/x - 2)
= [(2x² - 4) - (x-1)(x+2)] / (x² - 4)
= [2x² - 4 - (x² - x + 2x - 2)] / (x² - 4)
= (2x² - 4 - x² + x - 2x + 2) / (x² - 4)
= (x² - x - 2) / (x² - 4)
(x² - x - 2) / (x² - 4) should be added to (x - 1/x - 2) to get (2x² - 4/x² - 4).
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