
When it Rains
May 11
The water cycle is one of the first atmospheric phenomena to be presented in elementary school science. It offers a universally accessible opportunity for young students to construct an understanding of the natural world from their own observations. Primary school children’s experiences with rain, clouds, fog, steam, and water droplets on the outside of soda cans can be attached to scientific language: condensation, precipitation, and evaporation.
In later years, this process is examined in greater detail. In our sixth grade, the three familiar vocabulary words form the basis of a list of more than a dozen terms, and the sequence of stages gains a more complex title: the hydrologic cycle. In the past couple of weeks, our students have learned about the phases and forms of water as it exists above the ground, on the Earth’s surface, and below the ground. They have studied aquifers, water tables, infiltration, permeable and impermeable surfaces, groundwater, runoff, discharge and recharge.
“Teaching the vocabulary has been really interesting,” Ms. Moriarty reflected the other day. “Once I started introducing the more complex terms, the students’ comprehension of all of the stages expanded.” To enhance their learning, the class has been conducting a series of mini-experiments. One of these investigations involves evaporation: four cups filled with equal amounts of liquid were placed in different locations in the room. Two cups contain plain water; one sits in a well-lit window, and the other is tucked into a dark shelf. Another cup contains salt water, and the fourth contains vinegar. Each day, the cups are weighed on a digital scale and the students record the change in mass from the previous day.
This data collection corresponds directly to the math unit about rates and ratios that is underway, allowing the class to engage in conversations that enhance both disciplines. After 24 hours, the water in the cup in the window was reduced by eight milliliters, and the cup on the shelf had lost six milliliters. “What’s the rate of evaporation?” Ms. Moriarty asked. “Eight milliliters in 24 hours comes to one milliliter in three hours,” one student responded immediately. “So, should we be measuring the cups twice a day?” the teacher prompted. “No,” came another reply. “That’s an average rate.” The first student added, “but if it keeps evaporating eight milliliters a day, the water should be gone in 13 days.”
“That’s not just a guess,” Ms. Moriarty said enthusiastically. “He used math to make that estimate. And now, we can use an inverse relationship to make a prediction about how long it will take for the water in the cup on the shelf to evaporate completely.” Eagerly, students called out answers, following along as Ms. Moriarty constructed a series of computations on the board based on the following mathematical premise:
If Cup B evaporates ¾ as quickly as Cup A, it will take 4/3 as long for Cup B to evaporate completely.



