1. Let's start by stating the problem: You want to find the area using a formula and then divide the result by 4. 2. The general area formula depends on the shape, but for example, if it's a rectangle, the area is given by $$\text{Area} = \text{length} \times \text{width}$$. 3. After calculating the area, you want to divide it by 4, so the expression becomes $$\frac{\text{Area}}{4}$$. 4. If the area is $$A$$, then dividing by 4 is $$\frac{A}{4}$$. 5. For example, if the area is $$20$$, then dividing by 4 gives $$\frac{20}{4} = \cancel{\frac{20}{4}}5$$. 6. This means the final result after dividing the area by 4 is one fourth of the original area. This process can be applied to any area calculation where you want to find a quarter of the area.