Calculating Roof Area

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Roof Area Calculator

Determine the precise area of your roof for accurate material estimates and project planning.

Roof Dimensions

Enter the longest horizontal measurement of your roof.
Enter the longest vertical measurement of your roof.
Enter pitch as rise:run (e.g., 4:12, 6:12).
Include any horizontal overhang at the eaves.

Calculation Results

— sq ft
Total Roof Surface Area: — sq ft
Adjusted Area (with pitch): — sq ft
Roof Pitch Factor:
Roof Footprint Area: — sq ft

The Roof Footprint Area is the simple rectangle (Length x Width). The Adjusted Area accounts for the roof pitch by multiplying the footprint by a pitch factor. The Total Roof Surface Area includes the footprint, the adjusted area for the slopes, and the eave overhang.

Roof Area Components

Roof Dimensions and Pitch

Calculation Breakdown

Detailed Breakdown of Roof Area Calculation
Component Measurement Unit Area/Value
Roof Lengthft
Roof Widthft
Eave Overhangft
Roof Pitch (Rise:Run)
Footprint AreaLength x Width sq ft
Roof Pitch FactorCalculated
Adjusted Slope AreaFootprint Area x Pitch Factor sq ft
Overhang AreaWidth x Overhang x 2 Sides sq ft
Total Roof Surface AreaAdjusted Area + Overhang Area sq ft

Understanding and Calculating Roof Area for Your Projects

Accurate measurement is paramount when planning any roofing project. Whether you're a homeowner looking to replace shingles, a contractor estimating material needs, or a designer planning a new build, knowing your roof area is the first critical step. This guide will walk you through understanding roof area, its importance, and how to calculate it precisely using our comprehensive Roof Area Calculator.

What is Roof Area?

Roof Area refers to the total surface measurement of a roof, typically expressed in square feet or square meters. It's not simply the footprint of the building; it accounts for the slopes, pitches, and any projections like eaves and overhangs. Understanding roof area is fundamental for several reasons:

  • Material Estimation: It dictates the quantity of roofing materials needed, such as shingles, tiles, metal panels, underlayment, and insulation. Overestimating leads to waste, while underestimating can halt a project mid-completion.
  • Costing and Budgeting: Accurate area measurements are crucial for obtaining precise quotes from roofing contractors and for budgeting materials, labor, and other project-related expenses.
  • Structural Planning: For new constructions, knowing the roof area helps in determining the necessary structural support and framing requirements.
  • Energy Efficiency: In some contexts, roof area can influence calculations related to attic ventilation and heat load, impacting energy efficiency.

Who should use it? Homeowners planning DIY roof repairs or replacements, professional roofers, general contractors, architects, home inspectors, and property developers all benefit from accurately calculating roof area.

Common misconceptions about roof area include assuming it's the same as the building's square footage or simply multiplying length by width without considering the pitch. Many also overlook the impact of overhangs on the total material required.

Roof Area Formula and Mathematical Explanation

Calculating roof area involves more than just the flat footprint. We need to account for the slope created by the roof's pitch. The process generally involves calculating the area of the roof's footprint and then adjusting it based on the pitch. A simple rectangle is calculated as Length × Width. However, for a sloped roof, we need to find the hypotenuse of the right triangle formed by the rise and run of the pitch. A simplified approach commonly used in the industry is to multiply the footprint area by a pitch factor derived from the roof's slope.

The core idea is:

Adjusted Roof Area = Roof Footprint Area × Pitch Factor

Where:

  • Roof Footprint Area is the simple rectangular area covered by the building on the ground (Length × Width).
  • Pitch Factor is a multiplier that accounts for the increased surface area due to the slope.

Detailed Breakdown:

  1. Calculate Roof Footprint Area: This is the basic rectangular area:
    Footprint Area = Roof Length × Roof Width
  2. Determine the Roof Pitch Factor: The pitch is often expressed as "Rise over Run" (e.g., 4:12 means for every 12 feet of horizontal run, the roof rises 4 feet). The pitch factor can be calculated using the Pythagorean theorem or derived from trigonometric functions. A common approximation or direct calculation uses the formula:
    Pitch Factor = √(1 + (Rise/Run)² ) For example, with a 4:12 pitch:
    Pitch Factor = √(1 + (4/12)²) = √(1 + (1/3)²) = √(1 + 1/9) = √(10/9) ≈ 1.054 This means a 4:12 pitch adds about 5.4% to the surface area compared to a flat roof.
  3. Calculate Adjusted Area for Slopes: Multiply the footprint area by the pitch factor.
    Adjusted Area = Footprint Area × Pitch Factor
  4. Calculate Overhang Area: The overhang adds extra surface area that needs to be covered. This is typically calculated for the two eaves.
    Overhang Area = (Roof Width × Eave Overhang × 2 Sides) Note: For gable roofs, you might have overhangs on the gable ends too. This simplified calculator assumes overhangs primarily on the width sides.
  5. Calculate Total Roof Surface Area: Sum the adjusted area for the slopes and the overhang area.
    Total Roof Surface Area = Adjusted Area + Overhang Area This provides the total square footage of material needed.

Variables Table for Roof Area Calculation

Variables Used in Roof Area Calculation
Variable Meaning Unit Typical Range
Roof LengthLongest horizontal dimension of the roof's base.Feet (ft)10 – 100+
Roof WidthShortest horizontal dimension of the roof's base.Feet (ft)10 – 100+
Eave OverhangHorizontal extension of the roof beyond the building's walls at the eaves.Feet (ft)0.5 – 3.0
Roof Pitch (Rise:Run)Ratio of vertical rise to horizontal run for the roof slope.Ratio (e.g., 4:12)1:12 to 12:12 (or steeper)
Footprint AreaThe flat, ground-level area covered by the roof.Square Feet (sq ft)100 – 10,000+
Pitch FactorA multiplier accounting for the increase in surface area due to slope.Unitless1.0 (flat) to ~1.414 (12:12 pitch)
Adjusted AreaArea of the roof slopes, factoring in pitch.Square Feet (sq ft)Variable
Overhang AreaSurface area contributed by the roof overhangs.Square Feet (sq ft)Variable
Total Roof Surface AreaThe complete surface area requiring roofing materials.Square Feet (sq ft)Variable

Practical Examples (Real-World Use Cases)

Example 1: Standard Gable Roof

A homeowner is planning to replace the asphalt shingles on their rectangular house. The house dimensions are 40 feet long and 30 feet wide. The roof has a moderate pitch of 6:12 and an eave overhang of 1.5 feet on both sides.

Inputs:

  • Roof Length: 40 ft
  • Roof Width: 30 ft
  • Roof Pitch: 6:12
  • Eave Overhang: 1.5 ft

Calculation Steps:

  1. Footprint Area = 40 ft × 30 ft = 1200 sq ft
  2. Pitch Factor for 6:12 = √(1 + (6/12)²) = √(1 + 0.5²) = √(1 + 0.25) = √1.25 ≈ 1.118
  3. Adjusted Area = 1200 sq ft × 1.118 ≈ 1341.6 sq ft
  4. Overhang Area = 30 ft × 1.5 ft × 2 sides = 90 sq ft
  5. Total Roof Surface Area = 1341.6 sq ft + 90 sq ft ≈ 1431.6 sq ft

Calculator Output:

  • Main Result (Total Roof Surface Area): Approximately 1432 sq ft
  • Intermediate Values: Footprint Area (1200 sq ft), Adjusted Area (1341.6 sq ft), Overhang Area (90 sq ft).

Financial Interpretation: The homeowner will need to purchase approximately 1432 square feet of shingles. Considering that shingles are often sold in bundles covering about 33.3 sq ft, they'll need roughly 43 bundles (1432 / 33.3). It's wise to add a waste factor (5-10%) for cuts and potential mistakes, so ordering around 45-48 bundles is recommended. This ensures they have enough materials without significant excess, optimizing cost.

Example 2: Steeper Hip Roof with Less Overhang

A contractor is estimating materials for a custom home. The main section of the roof has a footprint of 50 ft by 40 ft. This section features a steeper pitch of 8:12 and has a smaller eave overhang of 1 ft.

Inputs:

  • Roof Length: 50 ft
  • Roof Width: 40 ft
  • Roof Pitch: 8:12
  • Eave Overhang: 1 ft

Calculation Steps:

  1. Footprint Area = 50 ft × 40 ft = 2000 sq ft
  2. Pitch Factor for 8:12 = √(1 + (8/12)²) = √(1 + (2/3)²) = √(1 + 4/9) = √(13/9) ≈ 1.202
  3. Adjusted Area = 2000 sq ft × 1.202 ≈ 2404 sq ft
  4. Overhang Area = 40 ft × 1 ft × 2 sides = 80 sq ft
  5. Total Roof Surface Area = 2404 sq ft + 80 sq ft = 2484 sq ft

Calculator Output:

  • Main Result (Total Roof Surface Area): Approximately 2484 sq ft
  • Intermediate Values: Footprint Area (2000 sq ft), Adjusted Area (2404 sq ft), Overhang Area (80 sq ft).

Financial Interpretation: For this larger, steeper roof, the contractor needs to account for 2484 sq ft of material. This higher pitch significantly increases the surface area compared to the footprint. If using metal roofing panels that are sold by the linear foot off a roll, the contractor must also consider the width of the panels and waste during installation on hips and valleys (if applicable). Accurate measurement here prevents costly material shortages or overspending.

How to Use This Roof Area Calculator

Our Roof Area Calculator is designed for ease of use and accuracy. Follow these simple steps:

  1. Measure Your Roof: Carefully measure the length and width of your roof's base footprint in feet. If your roof isn't a simple rectangle, measure the longest dimensions of each rectangular section and calculate their areas separately, then sum them up. Also, measure the horizontal distance the roof extends beyond the walls at the eaves (eave overhang) in feet.
  2. Determine Roof Pitch: Measure the 'rise' (vertical height) and 'run' (horizontal distance) of your roof's slope. A common way is to measure 12 inches horizontally (the run) and then measure the vertical distance (the rise) from that point to the roof surface. Enter this as a ratio like "4:12" or "6:12".
  3. Input the Values: Enter the measured Roof Length, Roof Width, Roof Pitch, and Eave Overhang into the respective fields in the calculator. Ensure you use feet for all linear measurements.
  4. Calculate: Click the "Calculate Area" button.
  5. Review Results: The calculator will display the Total Roof Surface Area prominently, along with key intermediate values like Footprint Area, Adjusted Area, and Overhang Area. The table provides a detailed breakdown, and the charts visualize the components and dimensions.

How to read results: The main result, "Total Roof Surface Area," is the most critical number for ordering materials. The intermediate values help understand how the pitch and overhang contribute to the final figure.

Decision-making guidance: Use the total area to order roofing materials (shingles, tiles, metal, etc.), membranes, and insulation. Factor in a waste percentage (typically 5-10% for shingles, potentially more for complex roofs) when placing orders. If obtaining quotes, ensure contractors are using these calculated figures for their estimates.

Key Factors That Affect Roof Area Results

While the calculator provides a solid estimate, several real-world factors can influence the final material needed and the accuracy of calculations:

  1. Roof Complexity (Hips, Valleys, Dormers): Simple gable or shed roofs are straightforward. However, complex roofs with multiple hips, valleys, dormers, skylights, and numerous angles significantly increase the surface area due to extra cuts, flashings, and material required for these features. Our calculator provides a base area; these elements necessitate additional material beyond the calculated total.
  2. Roof Pitch Steepness: As seen in the formula, steeper pitches (higher rise:run ratios) result in a larger pitch factor, significantly increasing the total roof surface area compared to a flatter roof with the same footprint. This is a primary driver of material quantity differences.
  3. Overhang Variations: While we included eave overhang, some roofs might have different overhang lengths on the gable ends or varying overhang depths across different sections. Accurately measuring all overhangs is crucial.
  4. Material Type and Size: Different roofing materials (shingles, tiles, metal panels) come in various sizes and require different installation methods, impacting waste and coverage. For example, large metal panels might have less waste per square foot than small shingles but require more careful handling.
  5. Waste Factor: It's standard practice to add a waste factor (usually 5-10% for standard materials, potentially 15% or more for complex roofs or materials like tiles) to account for cuts, breakage, and installation inefficiencies. This isn't part of the area calculation itself but is a critical financial consideration.
  6. Local Building Codes and Manufacturer Specifications: Some codes might require specific overlaps or installation techniques that can slightly alter material usage. Manufacturer instructions are also key for optimal coverage and longevity. Always consult them.
  7. Underlayment and Flashing: While the primary area calculation is for the main roofing surface, remember that underlayment and flashing materials (for valleys, edges, chimneys) are also essential and need to be budgeted for separately, though their quantities are often derived from the roof area.

Frequently Asked Questions (FAQ)

Q1: What is the difference between roof area and building footprint?

The building footprint is the flat area the building occupies on the ground. Roof area is the actual surface measurement of the roof structure, which is almost always larger than the footprint due to slopes and pitches.

Q2: How accurate is the roof pitch factor calculation?

The formula used (derived from Pythagorean theorem) is mathematically accurate for calculating the slope length based on rise and run. It's a standard and reliable method for estimating the surface area increase due to pitch.

Q3: Do I need to calculate area for each roof section separately?

Yes, if your roof is not a simple rectangle (e.g., L-shaped, multi-gabled), you should measure and calculate the area for each distinct rectangular or complex section and then sum them up for a total roof area.

Q4: How much extra material should I order for waste?

For standard asphalt shingles, add 5-10%. For more complex shapes, steeper pitches, or materials like slate or tile, you might need 10-15% or even more. It's better to have a little extra than to run short.

Q5: Does this calculator account for valleys and hips?

This calculator calculates the primary surface area. Valleys and hips are areas where roof planes meet. While their surface area is included in the total, the additional material needed for flashing and specialized cuts in these areas often requires separate estimation or a higher waste factor.

Q6: What if my roof pitch isn't a standard 4:12 or 6:12?

The calculator handles any pitch entered as a "Rise:Run" ratio. You just need to accurately measure your roof's rise and run and input them correctly (e.g., 5:12, 9:12).

Q7: Can I use this for different roofing materials?

Yes, the calculated area is the total surface area regardless of material. However, remember that different materials have different waste factors and installation methods, so the final quantity needed might vary slightly.

Q8: What is the financial impact of an inaccurate roof area calculation?

Inaccurate calculations can lead to significant financial consequences. Underestimating means project delays and potentially higher costs for rush orders or multiple small deliveries. Overestimating leads to wasted money on unused materials, especially for expensive roofing products.

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document.getElementById('overhangError').textContent = "; var isValid = true; if (!validateInput('roofLength', 'roofLengthError', 0)) isValid = false; if (!validateInput('roofWidth', 'roofWidthError', 0)) isValid = false; if (!validateInput('overhang', 'overhangError', 0)) isValid = false; var roofLength = parseFloat(document.getElementById('roofLength').value); var roofWidth = parseFloat(document.getElementById('roofWidth').value); var overhang = parseFloat(document.getElementById('overhang').value); var pitchInput = document.getElementById('roofPitch').value.trim(); var pitchError = document.getElementById('roofPitchError'); var pitchData = parsePitch(pitchInput); if (pitchData === null) { pitchError.textContent = 'Invalid pitch format (e.g., 4:12).'; isValid = false; } else { if (pitchData.rise < 0 || pitchData.run 0) { pitchFactor = Math.sqrt(1 + Math.pow(pitchData.rise / pitchData.run, 2)); adjustedArea = footprintArea * pitchFactor; } // Calculate overhang area based on width and add it to the adjusted area for total surface // Assuming overhang applies to both sides of the width overhangArea = roofWidth * overhang * 2; totalSurfaceArea = adjustedArea + overhangArea; // Update table document.getElementById('tableLength').textContent = roofLength.toFixed(2); document.getElementById('tableWidth').textContent = roofWidth.toFixed(2); document.getElementById('tableOverhang').textContent = overhang.toFixed(2); document.getElementById('tablePitch').textContent = pitchInput; document.getElementById('tableLengthValue').textContent = roofLength.toFixed(2); document.getElementById('tableWidthValue').textContent = roofWidth.toFixed(2); document.getElementById('tableOverhangValue').textContent = overhang.toFixed(2); document.getElementById('tablePitchValue').textContent = pitchInput; document.getElementById('tableFootprint').textContent = footprintArea.toFixed(2); document.getElementById('tablePitchFactor').textContent = pitchFactor.toFixed(3); document.getElementById('tableAdjustedArea').textContent = adjustedArea.toFixed(2); document.getElementById('tableOverhangArea').textContent = overhangArea.toFixed(2); document.getElementById('tableTotalArea').textContent = totalSurfaceArea.toFixed(2); 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var tablePitch = document.getElementById('tablePitch').textContent; var contentToCopy = "Roof Area Calculation Results:\n\n"; contentToCopy += "Primary Result (Total Roof Surface Area): " + mainResult + "\n"; contentToCopy += "Total Roof Surface Area: " + totalSurfaceArea + "\n"; contentToCopy += "Adjusted Area (with pitch): " + adjustedArea + "\n"; contentToCopy += "Roof Pitch Factor: " + pitchFactor + "\n"; contentToCopy += "Roof Footprint Area: " + footprintArea + "\n\n"; contentToCopy += "Key Dimensions:\n"; contentToCopy += "Roof Length: " + tableLength + " ft\n"; contentToCopy += "Roof Width: " + tableWidth + " ft\n"; contentToCopy += "Eave Overhang: " + tableOverhang + " ft\n"; contentToCopy += "Roof Pitch: " + tablePitch + "\n\n"; contentToCopy += "Assumptions:\n"; contentToCopy += "- Overhang assumed on two sides (width dimension).\n"; contentToCopy += "- Calculations based on simple rectangular footprint and slope adjustments.\n"; var textArea = document.createElement("textarea"); textArea.value = contentToCopy; textArea.style.position = "fixed"; // Avoid scrolling to bottom textArea.style.opacity = "0"; // Make it invisible document.body.appendChild(textArea); textArea.focus(); textArea.select(); try { var successful = document.execCommand('copy'); var msg = successful ? 'Results copied to clipboard!' : 'Failed to copy results.'; // Optional: Display a temporary message to the user // console.log(msg); } catch (err) { // console.log('Oops, unable to copy', err); } document.body.removeChild(textArea); } function updateChart(footprint, adjusted, overhang) { var ctx = document.getElementById('roofAreaChart').getContext('2d'); // Destroy previous chart instance if it exists if (window.myRoofChart) { window.myRoofChart.destroy(); } // Calculate total for display clarity var total = adjusted + overhang; window.myRoofChart = new Chart(ctx, { type: 'bar', data: { labels: ['Footprint Area', 'Slope Area (Adjusted)', 'Overhang Area'], datasets: [{ label: 'Area (sq ft)', data: [footprint, adjusted, overhang], backgroundColor: [ 'rgba(0, 74, 153, 0.6)', // Primary Color for Footprint 'rgba(40, 167, 69, 0.6)', // Success Color for Adjusted 'rgba(108, 117, 125, 0.6)' // Secondary Color for Overhang ], borderColor: [ 'rgba(0, 74, 153, 1)', 'rgba(40, 167, 69, 1)', 'rgba(108, 117, 125, 1)' ], borderWidth: 1 }] }, options: { responsive: true, maintainAspectRatio: false, scales: { y: { beginAtZero: true, title: { display: true, text: 'Area (sq ft)' } } }, plugins: { title: { display: true, text: 'Roof Area Components Breakdown' }, legend: { position: 'top' } } } }); } function updateSvgDiagram(length, width, pitch, overhang) { var svgNS = "http://www.w3.org/2000/svg"; var svg = document.getElementById('roofDimensionSvg'); svg.innerHTML = "; // Clear previous content var svgWidth = parseFloat(svg.getAttribute('viewBox').split(' ')[2]); var svgHeight = parseFloat(svg.getAttribute('viewBox').split(' ')[3]); // Scale factors based on max dimension (e.g., length) var scale = Math.min(svgWidth * 0.8 / length, svgHeight * 0.8 / width) || 1; var offsetX = (svgWidth – length * scale) / 2; var offsetY = (svgHeight – width * scale) / 2; // Draw Roof Footprint (Rectangle) var footprintRect = document.createElementNS(svgNS, 'rect'); footprintRect.setAttribute('x', offsetX); footprintRect.setAttribute('y', offsetY); footprintRect.setAttribute('width', length * scale); footprintRect.setAttribute('height', width * scale); footprintRect.setAttribute('fill', '#e0e0e0'); footprintRect.setAttribute('stroke', '#666'); footprintRect.setAttribute('stroke-width', '2'); svg.appendChild(footprintRect); // Draw Roof Plane (Sloped Polygon) var polygonPoints = []; var riseValue = pitch ? pitch.rise : 0; var runValue = pitch ? pitch.run : 1; // Avoid division by zero var pitchFactor = pitch ? Math.sqrt(1 + Math.pow(riseValue / runValue, 2)) : 1; // Top-left corner of the footprint for the start of the slope var slopeStartX = offsetX; var slopeStartY = offsetY + width * scale; // Calculate the projected length of the slope on the x-axis (half of the footprint length) var slopeRunScaled = (length / 2) * scale; // Calculate the actual slope length using the pitch factor var slopeHypotenuseScaled = slopeRunScaled * pitchFactor; // Calculate the vertical rise scaled var slopeRiseScaled = Math.sqrt(Math.pow(slopeHypotenuseScaled, 2) – Math.pow(slopeRunScaled, 2)); // Coordinates for the peak of the roof (assuming gable roof centered on width) var peakX = offsetX + length * scale / 2; var peakY = offsetY + width * scale – slopeRiseScaled; // Coordinates for the edges including overhang var overhangScaled = overhang * scale; // Left edge slope points (with overhang) polygonPoints.push((slopeStartX – overhangScaled) + ',' + (slopeStartY)); // Bottom left front polygonPoints.push(peakX + ',' + peakY); // Peak left polygonPoints.push(offsetX + length * scale / 2 + ',' + (offsetY + width * scale)); // Center bottom of footprint // Right edge slope points (with overhang) polygonPoints.push(offsetX + length * scale / 2 + ',' + (offsetY + width * scale)); // Center bottom of footprint polygonPoints.push(peakX + ',' + peakY); // Peak right polygonPoints.push((offsetX + length * scale + overhangScaled) + ',' + (slopeStartY)); // Bottom right front var roofPlane = document.createElementNS(svgNS, 'polygon'); roofPlane.setAttribute('points', polygonPoints.join(' ')); roofPlane.setAttribute('fill', '#a0c4e8'); // Light blue for roof surface roofPlane.setAttribute('stroke', '#004a99'); roofPlane.setAttribute('stroke-width', '2'); svg.appendChild(roofPlane); // Add labels // Footprint Label var footLabelX = offsetX + (length * scale) / 2; var footLabelY = offsetY + width * scale + 20; var footLabel = document.createElementNS(svgNS, 'text'); footLabel.setAttribute('x', footLabelX); footLabel.setAttribute('y', footLabelY); footLabel.setAttribute('text-anchor', 'middle'); footLabel.setAttribute('fill', '#333'); footLabel.textContent = 'Roof Footprint (' + length.toFixed(1) + ' ft)'; svg.appendChild(footLabel); // Pitch Diagram (simple right triangle) var pitchTriangleX = offsetX + length * scale + 50; var pitchTriangleY = offsetY + width * scale – 50; var pitchTriangle = document.createElementNS(svgNS, 'polygon'); pitchTriangle.setAttribute('points', pitchTriangleX + ',' + (pitchTriangleY + 50) + ' ' + // Bottom left pitchTriangleX + ',' + pitchTriangleY + ' ' + // Top left (rise) (pitchTriangleX + 50 * pitchFactor) + ',' + (pitchTriangleY + 50) // Bottom right (run) ); pitchTriangle.setAttribute('fill', 'none'); pitchTriangle.setAttribute('stroke', '#004a99'); pitchTriangle.setAttribute('stroke-width', '1'); svg.appendChild(pitchTriangle); // Pitch labels var riseLabel = document.createElementNS(svgNS, 'text'); riseLabel.setAttribute('x', pitchTriangleX – 5); riseLabel.setAttribute('y', pitchTriangleY + 25); riseLabel.setAttribute('text-anchor', 'end'); riseLabel.setAttribute('fill', '#333′); riseLabel.style.fontSize = '12px'; riseLabel.textContent = 'Rise (' + riseValue.toFixed(1) + ')'; svg.appendChild(riseLabel); var runLabel = document.createElementNS(svgNS, 'text'); runLabel.setAttribute('x', pitchTriangleX + 50 * pitchFactor + 5); runLabel.setAttribute('y', pitchTriangleY + 65); runLabel.setAttribute('text-anchor', 'start'); runLabel.setAttribute('fill', '#333′); runLabel.style.fontSize = '12px'; runLabel.textContent = 'Run (' + runValue.toFixed(1) + ')'; svg.appendChild(runLabel); var pitchLabel = document.createElementNS(svgNS, 'text'); pitchLabel.setAttribute('x', pitchTriangleX + 25); pitchLabel.setAttribute('y', pitchTriangleY + 75); pitchLabel.setAttribute('text-anchor', 'middle'); pitchLabel.setAttribute('fill', '#004a99'); pitchLabel.style.fontWeight = 'bold'; pitchLabel.textContent = pitch.rise + ':' + pitch.run; svg.appendChild(pitchLabel); } // Initial calculation on load document.addEventListener('DOMContentLoaded', function() { resetCalculator(); // Load with defaults and clear results calculateRoofArea(); // Perform initial calculation with default values });

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