Solving Rational Inequalities
Read this topicExplanations 3
- A rational number is any number or quantity that can be written as a fraction. This includes numbers that look like fractions right away (like 14\frac{1}{4}41, for example) and…
By Hannah Bonville, Zora Gilbert, Alex Federspiel, Anusha Rahman
- (Video) Solving Rational Inequalities by Mario's Math Tutoring In this video by Mario's Math Tutoring, you will walk through an example of how to solve rational inequalities. Su…
By Anusha Rahman
- Solving Rational Inequalities A rational inequality is like a fraction with a variable in it, but instead of an equals sign, it has symbols like <<<, >>>, ≥\geq≥, and ≤\leq≤. We…
By Anusha Rahman
Problems 8
- Solve the inequality. x+41−x≥1\frac{x+4}{1-x}\geq11−xx+4≥1
- Solve for xxx. 6−x9−x<10\frac{6-x}{9-x}<109−x6−x<10
- Solve for xxx. 8−2x4−3x≤0\frac{8-2x}{4-3x}\leq04−3x8−2x≤0
- What value of xxx makes the expression true? 2x−12<4\frac{2}{x}-\frac{1}{2}<4x2−21<4
- What value can xxx not take? 16−16x16x−16≤16\frac{16-16x}{16x-16}\leq1616x−1616−16x≤16
- Solve for xxx. 3x+π2π−x≥2\frac{3x+\pi}{2\pi-x}\geq\sqrt{2}2π−x3x+π≥2
- Solve for x. (π+π)+x3x−6.2831853…≈1\frac{(\pi+\pi)+x}{3x-6.2831853\ldots}\approx 13x−6.2831853…(π+π)+x≈1
- Solve for xxx. 28−4x8+4x<2\frac{28-4x}{8+4x}<28+4x28−4x<2