\(6y < 18\)

\(-3s ≥ 33\)

\(60 ≤ \frac{m}{3}\)

\(\frac{t}{-2}< 6\)

\(\frac{m}{-14}≤ -4\)

\(-56 ≤ -8x\)

\(12n ≤ 54\)

\(\cfrac{h}{9}> \cfrac{1}{4}\)

\(\frac{w}{-5}≥ 9\)

\(4x ≥ 36\)

\(20 < 5t\)

\(\frac{s}{-6}> -16\)

\(\frac{x}{-4}≥ 8\)

A pool charges $4 each visit, or you can buy a membership. Write and solve an inequality to find how many times a person should use the pool so that a membership is less expensive than paying each time. Interpret the solution. (Example 5)
Inequality:                                  Solution:
Interpretation: