Solve:
a. the quadratic equation
b. the quadratic inequality
For example:
a.
6x2−7x+2=06x^2-7x+2=06x2−7x+2=0
x=7±49−4812x=\frac{7\pm \sqrt{49-48}}{12}x=127±49−48
x1=1/2, x2=2/3x_1=1/2,\ x_2=2/3x1=1/2, x2=2/3
b.
6x2−7x+2<06x^2-7x+2<06x2−7x+2<0
6x2−7x+2=6(x−1/2)(x−2/3)=(2x−1)(3x−2)6x^2-7x+2=6(x-1/2)(x-2/3)=(2x-1)(3x-2)6x2−7x+2=6(x−1/2)(x−2/3)=(2x−1)(3x−2)
(2x−1)(3x−2)<0(2x-1)(3x-2)<0(2x−1)(3x−2)<0
x∈(1/2,2/3)x\isin (1/2,2/3)x∈(1/2,2/3)
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