1. **State the problem:** We are given the surface area of a shape labeled as $b$ and it is expressed as $(22y + 60)$ cm$^2$. 2. **Understanding surface area:** Surface area is the total area that the surface of a three-dimensional object occupies. It is usually measured in square units such as cm$^2$. 3. **Expression given:** The surface area is given as $22y + 60$ cm$^2$. This means the surface area depends on the variable $y$. 4. **Interpretation:** The term $22y$ suggests that part of the surface area changes linearly with $y$, and $60$ is a constant part of the surface area. 5. **No further simplification:** Since the expression is already simplified, the surface area of $b$ is exactly $22y + 60$ cm$^2$. **Final answer:** The surface area of $b$ is $$22y + 60$$ cm$^2$.