Water Availability and Usage
Clean Water and Quality of Life - Math Extension
- Africa, Cameroon
- Grades 3-5
- Mathematics, Science
Students will view the slide show "Water Source Protection" featuring Peace Corps Volunteer Lauren Fry. They will then explore the numerical relationships between water supply (gallons of water filtered per day) and demand (gallons of water needed by the community).
- Students will use mathematical reasoning to make predictions
- Students will evaluate discrepancies between the supply of and the demand for a resource
- Begin by viewing Lauren Fry's slide show Water Source Protection and discussing central concepts using the accompanying lesson plan.
Have students consider a scenario related to the use of water from a springbox.
For example: If the springbox storage tank filled up at 2 gallons per hour, there were 24 people who used water from the tank, and each person used 5 gallons of water per day:
- How many gallons (or liters) of water does the springbox provide per day? How many gallons (or liters) of water does the community need per day?
- How long would it take for the storage tank to fill up enough to meet the community's water needs for one day?
- Is water in the storage tank being removed faster than the tank is being filled? If yes, how many days would it take to deplete the water supply?
- Then, ask students to monitor their own water usage for a day. Would the springbox in their scenario provide enough water for the class, based on students' current water usage patterns? If not, how could they adjust their habits?
Frameworks & Standards
- Monitoring resource usage can help inform sustainable decision-making
- An individual's overconsumption of a finite resource can adversely affect others
- What are potential consequences when demand for a resource exceeds the supply? How might negative consequences be prevented?
- How can patterns from the past help us make predictions about the future?
Common Core State Standards for Mathematics
Measurement and Data
- Solve problems involving measurement and estimation of intervals of time, liquid volumes, and masses of objects.
- Solve problems involving measurement and conversion of measurements from a larger unit to a smaller unit.
National Science Education Standards
Content Standard F: Science in Personal and Social Perspectives
- Populations, resources, and environments