find a quadratic polynomial each with the given number as the sum and product of its zeros respectively: 1/6,-1/3
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Sum of zeroes = 1/6 (s)
Product of zeroes = -1/3 (p)
Quadratic polynomial = K ( x^2 - sx + p )
= K ( x^2 - 1/6x + (-1/3)
= K ( x^2 - 1x - 2 / 6)
= K/6 ( x^2 - x - 2 ) where K is some
constant.
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