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I'm having trouble doing this question... (3K-5)x^2+Kx+1=0 For what value of K will this quadratic equation have no real roots, one real root, or two real roots? Answer as an inequality if necessary.
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This is a quadratic equation: ax²+bx+c=0. The discriminant, D=b²-4ac tells you about the number of real roots: D > 0: 2 real roots, D = 0: 1 real root, D < 0, no real roots. You probably know all this already ;) You just have to see that in your own equation a=3K-4, b=K and c=1. Put these values for a, b and c in the formula for D and solve the above three cases for K.
That's as far as I went. As i was solving for no real roots i got stuck at this: |dw:1359306176821:dw|
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