Inequalities (Single) - 4 Types Of Recurring Questions
In this course, we will cover 4 commonly tested recurring question types involving inequalities with a single inequality sign. Each question type focuses on a different technique used when solving inequality equations. Through clear explanations and step-by-step examples, students will learn the methods required to solve these inequalities accurately and present their answers correctly.
Related Lessons:
Type 1: Combine Two Inequalities
Draw a number line to illustrate the inequalities \(x>-3\) and \(x\le3\) on a single number line.
Type 2: Divide/Multiple Negative Algebra
Solve the inequality \(3x-11>5x-8\).
Type 3: Fractional Inequalities
Solve the inequality \(\frac{1}{5}x-\frac{2}{3}x>-7\).
Hence, find the largest possible value of \(x\) if \(x\) is a prime number.
Type 4: Word Problem Sum
A fruit stall spends $12 to buy a carton of 150 mangoes.
- If the stall sells a mango for 50 cents, what is the profit the stall makes for each mango? Give your answer in cents.
- By forming an inequality, find the smallest number of mangoes that she can sell in order to make a total profit of more than $40.