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@Mathematics Using the discriminant, what values of c will make the quadratic y = 2x2 - 3x + c have one real solution? A)c = -9/8 B)c = 9/8 C)(9/8, ∞) D)[9/8, ∞)
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b^2 - 4ac=0 (-3)^2-4(2)c=0 9-8c=0 c=9/8
discriminant for parabola 1) two real soloution if it is positive number 2) repeated root(one soloution) if it is 0 3) two complex root if it is negative
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