For which of the following equations is `alpha + beta = 11 ` and `alpha beta = 33 `?

If alpha, beta are roots of qadratics equation then for which of the following equations is alpha + beta =11 and alphabeta=33 ?

For which of the following quadratic equations is alpha + beta = 5 ?

Write the quadratic equations, if (i) alpha + beta = - 10 , alpha beta = 7 (ii) alpha + beta = 4, alpha beta = - 2

For one quadratic equation alpha^2 + beta^2 =13 " and " alpha beta =6 , then find value of alpha / beta + beta / alpha

Write the quadratic equations, if (i) alpha + beta = -6, alpha beta = 4 (ii) alpha + beta = 8 , alpha beta = -3

If alpha, beta are the roots of the equation x^(2)+alphax + beta = 0 such that alpha ne beta and ||x-beta|-alpha|| lt alpha , then

If alpha, beta are the roots of the equation x^(2)+alphax + beta = 0 such that alpha ne beta and ||x-beta|-alpha|| le alpha , then