Find the values of k for which the following equation has real roots4x^2+kx+3=0
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Discriminant greater than 0
K2-4.4.3>0
K2>48
K>root 48
K2, I mean k square
K2-4.4.3>0
K2>48
K>root 48
K2, I mean k square
Answered by
0
If k has real roots:
b^2>4ac
=k^2>4*3*4
=k^2>48
=k>(sqrt)48
If k belongs to any natural number,then it is more than 7 because
k^2=49 which is more than 48 .
Hope this helps
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