Project Grade 6 Health & Consumer Science

Three Days Without the Tap: A Skelthorne Home Water Plan

A three-session grade 6 project in which students size, price, and lay out a fictional family's stored-water supply for a three-day water main outage.

Objectives

  1. Students will calculate the total gallons a household needs for a three-day water outage.
  2. Students will solve an equation to find how many containers of a fixed size hold that total.
  3. Students will design a labeled storage and rotation plan that fits a stated shelf and budget.

Vocabulary

Water main
A big underground pipe that carries drinking water beneath the streets to a neighborhood. Smaller service lines branch off it to reach each building.

Also: outage, rotation, food-grade container

Teacher overview

A water main breaks somewhere in the United States roughly every two minutes, and the households above the break lose pressure with no warning. Over three sessions students size a stored-water supply for a fictional family in Skelthorne, solve for the number of containers that supply takes, and lay the containers out on a shelf that has a fixed width. The deliverable is a labeled plan sheet presented at a mock neighborhood association meeting. One misconception to head off is the assumption that bottled water is the only option, which skips the option of filling clean, reusable containers from the tap before an outage, so the brief asks students to price both and defend the mix they choose.

Rubric

Criterion 1 Emerging 2 Developing 3 Proficient 4 Advanced
Sizing the supply The gallon total is missing or ignores the number of days. People and days are counted but the dog or the conversion to quarts is left out. The gallon total covers four people, three days, and the dog, and the quart conversion checks it. The totals are correct and the group shows what the total would become if the outage ran a fourth day.
Equation and container count No equation appears, or the container count is guessed. An equation is written but not solved, or the solution is not tied back to containers. An equation of the form gallons per container times number of containers equals the total gallons is written, solved, and used to justify the container count. The equation is solved and the group compares two container sizes with a second equation before choosing.
Meeting the constraints The cost is over the limit or the shelf drawing is missing. The cost fits but the drawing is not to scale, or no sealed case is included. Cost is at or under forty dollars, the drawing is to scale inside the stated shelf, and at least one sealed case is included. All constraints are met and the group explains what it gave up to keep the plan on the shelf and in budget.
Rotation and presentation The rotation schedule is missing or the talk runs past three minutes. A schedule appears but does not say which containers skip rotation. The schedule names refill months, marks the containers that need no refilling, and the talk covers the whole sheet in three minutes. The sheet reads clearly on its own and the presenter answers the audience question with a number taken from the sheet.

Differentiation

Support

Give these groups the gallon total already computed and start them at the container equation, so the project centers on solving and packing rather than on the opening scaling. Provide graph paper pre-marked with the shelf outline and a scale key of one square per two inches.

Extension

Ask the group to rewrite the plan for an apartment with no shelf space wider than 18 inches, then explain in writing which container sizes stop working and what they would buy instead.

ELL supports

Pre-teach "main," "outage," "rotation," and "food-grade" with photographs of a repair crew at an open street cut, a dark faucet, a calendar with two marked months, and a jug labeled food-grade. Provide the sentence frame: "Our household needs ___ gallons, so we will store ___ containers of ___ gallons each."

Extensions

Have students compare their plan against the grades the ASCE 2025 Infrastructure Report Card gave US drinking water and wastewater, a C- and a D+, and write a short paragraph on what those grades suggest about how often a plan like theirs might be needed.