A quadratic polynomial whose product of a sum of zeroes are - 1 upon 2 and minus one upon 12 respectively is a 6 X square + X - 12 6 x square minus x minus 12 12 x square + X - 6 12 x square minus x minus 6
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Step-by-step explanation:
αβ = -1 / 2 , α + β = -1 / 12
quadratic polynomial = k [x² - (sum) x + product] = 0
k [x² - (-1 / 12) x + -1 / 2] = 0
k [x² + x / 12 - 1 / 2] = 0
k ( 12x² + x - 6) / 12 = 0
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