Question

Find the quadratic polynomial sum of whose zeros is 2/3 and their product is 2.​

Answer 1

Answer:

the general formula of quadratic equation =

${x}^{2} - x( \alpha + \beta ) + \alpha \beta$

given that sum of the zeroes= 2/3 , product of the zeroes= 2

therefore the equation = x^2 -(2/3)x+ 2

= x^2 - (2x/3) + 2