Find a quadratic polynomial whose sum and product of zeroes are -2 root 3 – 9 respectively. About the author Adalyn
Answer:– x^2 – 2 x – √3–9 step by step explanation:– The sum of zeroes is –2 The product of zeroes is √3–9 alpha + beta = – 2 alpha beta = √3 – 9 The general quadratic equation is x ^{2} + (alpha + beta) x – alpha beta hence; the quadratic polynomial is x^2 – 2x – √3–9 Reply
Answer:– x^2 – 2 x – √3–9
step by step explanation:–
The sum of zeroes is –2
The product of zeroes is √3–9
alpha + beta = – 2
alpha beta = √3 – 9
The general quadratic equation is
x ^{2} + (alpha + beta) x – alpha beta
hence; the quadratic polynomial is
x^2 – 2x – √3–9