Use the Read Draw-Write process to solve the problem. 8 cm 2. Ray has a rectangular swimming pool in his backyard that is 4 meters wide and 5 m The backyard is 9 meters wide and 10 meters long. What is the area of the backyard that is not covered by the swimming pool?
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Mind Expander
To find the area of the backyard not covered by the swimming pool, first, calculate the area of both the backyard and the pool. The area of the backyard is \(9 \, m \times 10 \, m = 90 \, m^2\). The area of the swimming pool is \(4 \, m \times 5 \, m = 20 \, m^2\). Now, subtract the area of the pool from the area of the backyard: \(90 \, m^2 - 20 \, m^2 = 70 \, m^2\). Thus, the area of the backyard that is not covered by the swimming pool is \(70 \, m^2\). To visualize this, you can draw a rectangle representing the backyard and a smaller rectangle inside it for the pool. Then, label the dimensions accordingly, and shade the area that remains around the pool. This way, you'll have a clear depiction of the space that isn't occupied by the pool!