Question

find an quadratic equation whose sum and product of zeros are respectively -3 and 2 ??

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Answer 1

Answer:

we have given the sum of zeros=-3

end product of zeros=2

show the quadratic polynomial p(x)= K(x^2 -Sx +P)

p(x)= k(x^2-(-3)x +2)

p(x)=k(x^2+3x+2)

where k is any no zero real number

Answer 2

Answer:

To solve this we will use -3 as alpha and 2 as beta:

x²+(a+B)*x+(aB)

x²+(-3)x+2

x²-3x+2