# How do you solve and graph x^2+3>2x?

Feb 11, 2017

$x \in \left(- \infty , \infty\right)$.

#### Explanation:

Reorganizing,

${\left(x - 1\right)}^{2} + 2 \ge 2 > 0$.

graph{x^2-2x+3 [-200, 200, -10, 190]}

The value of the expression #x^2-2x+3 is y-coordinate of the

parabola that is $\ge 2 > 0$, for $x \in \left(- \infty , \infty\right)$.
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