Unit 5 · Culminating Projects

Area in Action

Two project versions that pull together everything from Unit 5 — parallelogram area, triangle area, trapezoid area, and composite figures. Pick one, or run them as differentiated options. Each is self-guided, interactive, and printable.

Choose Your Version

Two Ways to Show Mastery

Students Start Here

Pick Your Path

Same math, same rubric. Both versions practice the exact same skills and are graded the same way — choose the story that sounds more fun to you.

Take your time. Plan for two to three class periods. Your work saves automatically, so you can stop and come back.

Stuck on writing? Every response box has a “Need a starter?” helper, and the last step includes a Rate My Work check before you turn it in.

For the Teacher

How to Use These Projects

Standards: 6.GR.1 — Find the area of right triangles, other triangles, special quadrilaterals, and polygons by composing into rectangles or decomposing into triangles and other shapes. Version B also touches 6.GR.4 (represent 3-D figures using nets and find surface area) through its wall paint-coverage work. Apply these techniques in the context of solving real-world and mathematical problems.

Both versions are parallel. Both start from a rectangular floor area and apply area/coverage skills in a different real-world context, so you can assign Version A and Version B to different students and grade on the same style of rubric (built into each project). Great for choice boards, make-up work, or A/B class sections.

Built in: Visual Math Notes vocab, live calculators with instant feedback, an EN/ES toggle, Read-Aloud, Level 1 / Level 2 tiers, and Save/Resume. Students measure real spaces, the total area auto-sums to feed the cost phase, they compare their results with a partner and against real-world price ranges, and a progress bar, SVG sketches, hints, a written deliverable, a checklist, a rubric, report/export (.txt), and a print button round it out.

Key formulas covered: Rectangle / parallelogram — length × width (b × h); Triangle — ½ × b × h; Wall surface coverage — 2 × (L + W) × height, minus window and door openings. Version B also introduces ceiling rounding (Math.ceil) for whole gallons of paint (1 gallon ≈ 350 sq ft) as a real-world application of why you "round up" in some contexts.

Answer key: Open the teacher answer key for both versions.