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Roofing Cost Calculator

Estimate based on the footprint of your home.
Flat / Low Slope (0/12 – 2/12) Conventional (3/12 – 6/12) Steep (7/12 – 9/12) Very Steep (10/12+)
Asphalt Shingles (Basic) Architectural Shingles (Premium) Metal Roofing Cedar Shakes Slate or Clay Tile
Yes, Remove & Dispose (+$150/sq) No, Layer Over / New Build
Simple (Gable roof, no dormers) Moderate (Hips, valleys, some dormers) Complex (Many angles, multiple levels, high peaks)

Estimated Project Total: $0.00


Estimated Squares (100 sq.ft ea): 0

Material & Labor Cost: $0.00

Removal & Disposal: $0.00

Complexity Adjustment: $0.00

*Includes 10% standard waste factor. Final prices may vary based on local labor rates and specific site conditions.

How to Use the Roofing Cost Calculator

Replacing a roof is one of the most significant investments a homeowner can make. Our roofing cost calculator helps you estimate the total project price by factoring in the specific variables that professional contractors use during their bidding process.

Understanding the Factors

  • Roof Squares: In the roofing industry, a "square" is a unit of measurement equal to 100 square feet.
  • Roof Pitch: Steeper roofs require more safety equipment and labor time, which increases the overall cost. A 1.0 factor is for flat roofs, while steep pitches increase surface area and labor.
  • Material Choice: Asphalt shingles are the most budget-friendly, while metal and slate offer longevity at a higher premium.
  • Complexity: Chimneys, skylights, valleys, and multiple levels increase the time required for flashing and detail work.

Typical Costs per Square (Installed)

Material Avg. Cost Per Square
Standard Asphalt $350 – $550
Metal Panels $800 – $1,200
Natural Slate $1,500 – $2,500

Calculation Example

If you have a 2,000 sq. ft. footprint with a standard pitch (1.05 factor) and choose architectural shingles ($650/sq), the calculation would be:

2,000 sq.ft * 1.05 (Pitch) = 2,100 actual sq.ft
2,100 / 100 = 21 Squares
21 Squares * 1.10 (Waste Factor) = 23.1 Squares
23.1 Squares * $650 = $15,015.00

function calculateRoofCost() { // Get Input Values var area = parseFloat(document.getElementById("roofArea").value); var pitchFactor = parseFloat(document.getElementById("roofPitch").value); var materialPrice = parseFloat(document.getElementById("roofMaterial").value); var removalPrice = parseFloat(document.getElementById("removalRequired").value); var complexityFactor = parseFloat(document.getElementById("roofComplexity").value); // Validate Input if (isNaN(area) || area <= 0) { alert("Please enter a valid roof square footage."); return; } // Step 1: Calculate Actual Surface Area based on Pitch var actualArea = area * pitchFactor; // Step 2: Add Waste Factor (10% standard) var areaWithWaste = actualArea * 1.10; // Step 3: Convert to "Squares" (100 sq. ft. per square) var totalSquares = areaWithWaste / 100; // Step 4: Calculate Base Material and Labor Cost var baseCostVal = totalSquares * materialPrice; // Step 5: Calculate Removal Cost var removalCostVal = totalSquares * removalPrice; // Step 6: Apply Complexity Multiplier to the entire Labor/Material Base var totalEstimate = (baseCostVal + removalCostVal) * complexityFactor; // Calculate difference for complexity display var complexityMarkup = totalEstimate – (baseCostVal + removalCostVal); // Format results as currency var formatter = new Intl.NumberFormat('en-US', { style: 'currency', currency: 'USD', }); // Display Results document.getElementById("totalSquares").innerHTML = totalSquares.toFixed(2); document.getElementById("baseCost").innerHTML = formatter.format(baseCostVal); document.getElementById("removalCost").innerHTML = formatter.format(removalCostVal); document.getElementById("complexityCost").innerHTML = formatter.format(complexityMarkup); document.getElementById("totalCost").innerHTML = formatter.format(totalEstimate); // Show result div document.getElementById("roofResult").style.display = "block"; // Smooth scroll to results document.getElementById("roofResult").scrollIntoView({ behavior: 'smooth', block: 'nearest' }); }

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