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Dream Room Designer

You are an interior designer planning your dream bedroom. Use area formulas to calculate every section of your floor plan — then price out the perfect flooring.

Unit 5 · Area 6.G.1 Version A · Design & Build
Project progress: 0% complete

📐 Your Mission

Your family is renovating your bedroom and you get to design it! Work through four phases: measure the main floor, plan a triangular reading nook, map an L-shaped composite room, and then figure out the total flooring cost. Fill every calculator, hit Calculate or Check, then complete the planning checklist and write your floor-plan summary. Print it when you're done!

1
Parallelogram & Rectangle Area · 6.G.1

Main Floor: Rectangular / Parallelogram Shape

The main floor of your room is a parallelogram (a rectangle is a special parallelogram). Enter the base and height to find the area.

base (b) h
Area = b × h
Your room's main floor: Enter the base and height in feet. Try b = 12 ft and h = 10 ft as a starting point, or design your own room!
Need a hint?

Multiply the base times the height. The height must be perpendicular (straight up) to the base — not the slanted side. Example: b = 12, h = 10 → Area = 12 × 10 = 120 sq ft.

2
Triangle Area · 6.G.1

Reading Nook: Triangular Corner

You want a cozy triangular reading nook in one corner. A triangle is exactly half of a parallelogram, so its area is half the base times the height.

base (b) h
Area = ½ × b × h
Your reading nook: Enter the base and height of the triangular nook.
Need a hint?

A triangle is half a parallelogram: Area = ½ × b × h. Example: b = 6, h = 4 → Area = ½ × 6 × 4 = 12 sq ft. The ½ means you divide by 2 at the end (or multiply first, then halve).

3
Composite Area · 6.G.1

L-Shaped Bonus Room: Composite Figure

Your dream room has an L-shaped bonus section — like a closet extension. Split the L-shape into two separate rectangles, find each area, then add them together.

Rectangle A Rectangle B
Composite Area = Area A + Area B  |  Each part: b × h
Split the L into two rectangles. Enter the base and height for each part.
Need a hint?

Find each rectangle separately: Area A = b × h, Area B = b × h. Then add the two areas. Example: Rectangle A = 10 × 8 = 80 sq ft. Rectangle B = 6 × 5 = 30 sq ft. Total = 80 + 30 = 110 sq ft.

4
Area Application · 6.G.1

Flooring Cost Decision

Now the big question: how much will it cost to cover your floor? Multiply the total floor area by the price per square foot. You choose between two flooring options!

Enter your total floor area (copy it from Phases 1–3 or use your own design), then pick a flooring type and price.
Flooring options to compare:
Option 1 — Hardwood: $3.50/sq ft  |  Option 2 — Carpet: $2.25/sq ft  |  Option 3 — Vinyl: $1.80/sq ft
Quick check: A triangular reading nook has base = 6 ft and height = 4 ft. What is its area in square feet? (Use the triangle formula.)
Final Deliverable

Your Floor-Plan Summary

Write a 3–5 sentence summary that presents your design using real numbers from above. Explain what formula you used for each section and justify your flooring choice.

Planning Checklist

How You Are Scored

Project Rubric

Category4 — Expert3 — Proficient2 — Developing
Rectangle / Parallelogram AreaCorrect area with formula shown; base and height clearly labeledArea is correctMinor arithmetic error or formula unclear
Triangle AreaCorrect area using ½ × b × h with reasoning explainedArea is correctForgot the ½ or has a computational error
Composite AreaL-shape correctly split into two parts, each calculated and summedTotal composite area is correctOne part calculated or addition error
Application / CommunicationFlooring cost correct; summary clearly ties all numbers together with full justificationFlooring cost correct; summary uses most numbersSummary missing numbers or justification is unclear