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Construction Cost Per Square Foot Explained

Part of Cost & Estimating

Quick answer

Construction cost per square foot is the total project cost divided by the gross floor area. For US new construction it runs about $150–$250/ft² for homes, $200–$300+/ft² for additions and high-end remodels, and far less for garages, decks and sheds. Divide any bid by the square footage to compare it apples-to-apples.

Cost per square foot ($/ft²) is the construction industry's quick yardstick. It normalizes projects of different sizes so you can compare a 1,800 ft² bid to a 2,600 ft² bid, or this year's costs to last year's.

The formula

Cost per ft² = Total project cost ÷ Floor area (ft²)

Typical all-in ranges by project

ProjectCost per ft²Notes
New home$150–$250Standard build, materials + labor
Home addition$200–$320Higher — tie-ins, single trade mobilizations
Detached garage$50–$90Simple shell, minimal finishes
Deck$30–$60Pressure-treated to composite
Interior remodel$80–$200+Kitchens and baths run highest

What moves the number

  • Finish level — economy vs. luxury can nearly double the rate.
  • Region and local labor rates — coastal metros cost far more than the rural Midwest.
  • Project complexity — additions and remodels cost more per foot than new builds.
  • Size — fixed costs spread over more area lower the per-foot rate.

The construction cost estimator works in $/ft²: it applies a typical rate by project type, quality and region, then converts it to a total budget for your area.

FAQs

Does cost per square foot include labor?

An all-in cost per square foot includes both materials and labor for the structure. Some quotes list a materials-only or labor-only rate, so always confirm what a $/ft² figure covers before comparing it.

Why do additions cost more per square foot than new homes?

An addition is a small project that still needs full crews and trade mobilizations, plus the work of tying new framing, roofing and mechanicals into the existing house. Those fixed costs spread over a small area, so the per-foot rate climbs.

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