if alpha and beta are the two zeros of the quadratic polynomial x square - 3 x + 7 find the quadratic polynomial whose zeros are 1 upon alpha and one upon beta
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Step-by-step explanation:
alpha+beta=3
alpha*beta=7
1/alpha+1/beta=alpha+beta/alpha*beta
=3/7
1/alpha*1/beta=1/7
p(x)=xsq -3x/7+1/7
p(x)=1/7(7xsq -3x+1)
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