Write a quadratic polynomial, sum of whose zeroes is 2 root 3 and their product is 2.
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Sum of zeroes(S)=2√3
Product of zeroes(P)=2
Required polynomial=k[x^2-Sx+P]
=k[x^2-2√3x+2]
=x^2-2√3+2 {where k=1}
Product of zeroes(P)=2
Required polynomial=k[x^2-Sx+P]
=k[x^2-2√3x+2]
=x^2-2√3+2 {where k=1}
nirzarab12:
Better you can use x^2-(α+β)x+αβ
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