1. The problem involves comparing the monthly cost of Health Club A to Health Club B using the linear equation $y = 59x + 50$. 2. Here, $y$ represents the total cost for $x$ months at Health Club A. 3. The equation shows a fixed starting fee of 50 and a monthly fee of 59. 4. To find how much more Health Club A costs each month than Health Club B, we focus on the coefficient of $x$, which is 59. 5. This means Health Club A costs 59 more each month than Health Club B. 6. The constant 50 is a one-time fee and does not affect the monthly comparison. Final answer: Health Club A costs 59 more each month than Health Club B.