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Sec 2 E Math Linear Inequalities Q03 - Largest and smallest restricted values
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Sec 2 E Math Linear Inequalities Q03 - Largest and smallest restricted values
Secondary 2
TGM Original Questions
Find the largest integer value of the unknown that satisfies each of the following inequalities:
\(-8x>-143\).
\(23>4k\).
Solve the inequality \(-\dfrac{5x}{4}-\dfrac{x}{2}<-18\). Hence, find:
the smallest integer value of \(x\);
the smallest prime value of \(x\).
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Answer:
(a)(i) \(17\); (ii) \(5\); (b) \(x>\frac{72}{7}\), (i) \(11\), (ii) \(11\).
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