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Solving Inequalities with Prime Number Constraints

Solving Inequalities with Prime Number Constraints

TGM Original Questions
  1. Solve the inequality \(5k+3\le \frac{4}{5}(3k+23)\), illustrating your solution with a number line.
  2. Write down the greatest possible value of \(k\) if \(k\) is a prime number.

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Answer:(i) \(\displaystyle k\le\frac{77}{13}=5\frac{12}{13}\) (ii) \(5\)

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