If $3k-1\le 21\le 5k-3$, write down the largest rational value of $k$, the smallest integer valu

Question

If $3k-1\le 21\le 5k-3$, write down the largest rational value of $k$, the smallest integer value of $k$, the largest value of $k$ if it is a prime number.

Accepted Answer

(i) $\displaystyle \frac{22}{3}$ (ii) $5$ (iii) $7$

Linear Inequalities with Rational, Integer, and Prime Constraints

Linear Inequalities with Rational, Integer, and Prime Constraints

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