Question

Two numbers m and n are such that the equation mx2+3x+2n=0 has -6 as the
sum of roots and also as the product of roots, find the values of m and n.\

Answer 1

Answer:Roots of the equation lx^2 + mx + n = 0 are γ, δ ... It has two roots, so obviously it is a quadratic equation. ... βδ) and (αδ + βγ), we'll first have to find sum and product of those roots.(n/l) [(-b/a)^2 - 2(c/a)] + (c/a) [(-m/l)^2 - 2(n/l)].

Answer 2

(b) 36 x 38(b) 36 x 38(b) 36 x 38