If the equation \( a x^{2}+2 b x-3 c=0 \) has non real roots and \( \frac{3 c}{4}a+b \) then \( ...

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If the equation \( a x^{2}+2 b x-3 c=0 \) has non-real roots and $\frac{3 c}{4}<a+b$ then \( ... If the equation \( a x^{2}+2 b x-3 c=0 \) has non-real roots and $\frac{3 c}{4}
`ax^2+2bx-3c=0` has no real root and `a+bgt3c/4` then `ax^2+2bx-3c=0` has no real root and `a+bgt3c/4` then
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If `a + b + c gt(9c)/4` and quadratic equation `ax^2 + 2bx-5c = 0` has non-real roots, then-... If `a + b + c gt(9c)/4` and quadratic equation `ax^2 + 2bx-5c = 0` has non-real roots, then-...
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