Solving Linear Inequalities Involving Fractions and Representing Integer Solutions on a Number Line
Solving Linear Inequalities Involving Fractions and Representing Integer Solutions on a Number Line
Secondary 3
- Find the largest integer \(a\) for which \(a+\frac{1}{4}(3a-8)\le 16\).
- Represent the solution in (i) on a number line.
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Answer:(i) 10. (ii) The single filled point at 10 represents the answer in (i); the underlying real inequality has solution \(a\le72/7\).
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