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Qiuyun TMUA Simulation Test Paper 1 · Q5

Paper 1Algebra

SS is the complete set of values of xx which satisfy both the inequalities:

−x2+4x−3≥0andx≥2.-x^2+4x-3\ge0\quad\text{and}\quad x\ge2.

The set SS can also be represented as a single inequality.

Which one of the following single inequalities represents the set SS?

A−x2+4x−3x−2≥0\dfrac{-x^2+4x-3}{x-2}\ge0
B−x2+4x−3x−2≤0\dfrac{-x^2+4x-3}{x-2}\le0
C(−x2+4x−3)(x−2)≥0(-x^2+4x-3)(x-2)\ge0
D(−x2+4x−3)(x−2)≤0(-x^2+4x-3)(x-2)\le0
Ex2−5x+6≥0x^2-5x+6\ge0
Fx2−5x+6≤0x^2-5x+6\le0
Gx≥2x\ge2

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