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A solid line in the $xy$ plane passes through the points $(-3, 1)$, $(0, 2)$, and $(3, 3)$. The line divides the plane into two halves. The half above the line is shaded.$\newline$$1$$\newline$$2$$\newline$$3$$\newline$$4$$\newline$$5$$\newline$$-2$$\newline$$-3$$\newline$$-4$$\newline$$-5$$\newline$$1$$\newline$$2$$\newline$$3$$\newline$$4$$\newline$$5$$\newline$$-2$$\newline$$-3$$\newline$$-4$$\newline$$-5$$\newline$$y$$\newline$$x$$\newline$$O$$\newline$The graph of $\newline$$y \geq \frac{1}{3}x + 2$ is shown. Which of the following ordered pairs $(x, y)$ satisfies the inequality?$\newline$Choose $1$ answer:$\newline$(Choice A) $\newline$$(-4, 1)$$\newline$A$\newline$$(-4, 1)$$\newline$(Choice B) $\newline$$(-2, 1)$$\newline$B$\newline$$(-2, 1)$$\newline$(Choice C) $\newline$$(0, 1)$$\newline$C$\newline$$(0, 1)$$\newline$(Choice D) $\newline$$(2, 2)$$\newline$D$\newline$$(2, 2)$