To solve the rational inequality $\frac{-2}{x-3} \geq 2$, you can first write the inequality with 0 on one side and the other side expressed as a single fraction. Give the solution.
A) $\{3\}$
B) $(2,3]$
C) $[2,3)$
D) $[-6,3)$

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The Answer of To solve the rational inequality $\frac{-2}{x-3} \geq 2$, you can first write the inequality with 0 on one side and the other side expressed as a single fraction. Give the solution.
A) $\{3\}$
B) $(2,3]$
C) $[2,3)$
D) $[-6,3)$

To Solve the Rational Inequality −2x−3≥2\frac{-2}{x-3} \geq 2x−3−2​≥2 , You Can First Write the Inequality with 0 on Can

To Solve the Rational Inequality $\frac{-2}{x-3} \geq 2$ , You Can First Write the Inequality with 0 on Can