If c>0 and the equation 3ax+ 4bx +C =0 has no real root, then
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Step-by-step explanation:
Let, f(x)=3ax
2
+4bx+c
Now, f(0)=c⟹f(0)>0
∵ the given quadratic equation has no real roots and f(0)>0
∴f(x) will be positive for every real value of x
So, f(−1)>0
⟹3a−4b+c>0
⟹3a+c>4b
Hence, 3a+c>4b
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