Find the value of k for which the equation ax^2 +3kx+4 = 0 has real roots
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if the equation has real roots
discriminant D =b²-4ac ≥0
compare given equation with ax²+bx+c =0
a = a, b =3k,c=4
(3k)²-4*a*4≥0
(3k)² ≥16 a
k ≥ 4√a/3
discriminant D =b²-4ac ≥0
compare given equation with ax²+bx+c =0
a = a, b =3k,c=4
(3k)²-4*a*4≥0
(3k)² ≥16 a
k ≥ 4√a/3
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