This worksheet covers how to solve single and double-sided inequalities and includes representing the solution on a number line as well as considering examples where integer solutions are required.
The introduction covers what the solution to a linear inequality should look like and, by means of a few examples, explores the similarities and differences between solving equations and inequalities.
The first exercise (52 Qs) then gives students practice solving inequalties of the form ax+b>c, x/a+b
The second section focuses on double-sided inequalities such as 3
The final section is designed to help students consider the integer solutions to an inequality. In the examples students need to find the smallest possible integer value of n if n>p, the largest possible integer value of n if n
Answers to all the exercises are provided, including the solutions on number lines.
Also included is a homework/test with fully worked solutions.
The introduction covers what the solution to a linear inequality should look like and, by means of a few examples, explores the similarities and differences between solving equations and inequalities.
The first exercise (52 Qs) then gives students practice solving inequalties of the form ax+b>c, x/a+b
The second section focuses on double-sided inequalities such as 3
The final section is designed to help students consider the integer solutions to an inequality. In the examples students need to find the smallest possible integer value of n if n>p, the largest possible integer value of n if n
Answers to all the exercises are provided, including the solutions on number lines.
Also included is a homework/test with fully worked solutions.
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£2.50