1. Let's start by stating the problem: We want to find the area of a shape or region that results in 9800 square meters. 2. The formula for area depends on the shape. For example, for a rectangle, area $A = \text{length} \times \text{width}$. 3. To get 9800 $m^2$, you need to multiply two dimensions whose product is 9800. 4. For instance, if the length is 140 meters and the width is 70 meters, then: $$A = 140 \times 70 = 9800 \text{ m}^2$$ 5. Alternatively, if you have a different shape, the formula might differ, but the key is to apply the correct area formula and solve for the missing dimension(s) to get 9800 $m^2$. 6. If you provide the shape or dimensions, I can show the exact steps to reach 9800 $m^2$.