12x2−5x+2=0
12x2−11x+2=0
x2−1112x+2=0
x2+1112x−2=0
12x2+11x+2=0
Correct answer is A
x2 - (sum of given roots)x + (product of given roots ) = 0
x2 - (23+−14)x + (23∗−14) = 0
x2 - (8−312)x + (−212)
x2 - 512x + −212
multiply through by the LCM 12
12 * x2 - 12 * 512x + 12 * −212
12x2 - 5x - 2 = 0
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