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Shiplap Calculator

Kaushik RabadiyaCreated by Kaushik RabadiyaLast updated: September 25, 2026

Shiplap instantly calculates results using are there doors, are there windows, area shape. Use the calculator above for instant answers in your browser.

Accurately determining the number of wood planks required for an accent wall or room renovation can prevent costly trips to the lumber yard. This shiplap calculator helps DIYers and professional contractors instantly compute total board counts, installation expenses, and necessary wastage allowances based on exact room dimensions, door cutouts, and window spaces.

How Shiplap Calculations Work

The calculation engine starts by finding the total surface area of your project using the wall length and height. If your room features doors or windows, their individual areas are subtracted to reveal the net project area. Next, the tool calculates individual shiplap board surface areas (converting dimensions into square inches or feet) to determine how many total planks are needed. Finally, it factors in a user-defined wastage percentage (typically 10% to 15%) and multiplies the final board count and square footage by your material and labor rates to project total expenses.

Worked Calculation Example

Imagine you want to install horizontal shiplap on a feature wall that measures 15 feet long by 9 feet high, giving a simple gross area of 135 square feet. The wall includes one standard door measuring 3 feet by 7 feet (21 square feet), making your net complex project area 114 square feet. Suppose your shiplap boards measure 6 inches wide by 8 feet long (4 square feet per board). Dividing 114 square feet by 4 yields 28.5, which rounds up to 29 boards. Adding a standard 10% wastage buffer brings your total board requirement to 32 planks. At $3.50 per board and a labor installation cost of $2.00 per square foot ($228 total labor), your combined material and installation expenses are computed precisely.

Practical Tips for Shiplap Installation

Always incorporate a 10% to 15% wastage factor into your calculator inputs to account for end cuts, mistakes, and boards with unusable knots or warping. Before starting construction, let your shiplap planks acclimate in the target room for at least 48 to 72 hours to prevent unwanted expansion or contraction after fastening. Finally, plan your layout carefully from the center of the wall outward to avoid ending up with awkwardly thin strips of wood at the ceiling or floor lines.

FAQs

How do I calculate how much shiplap I need?

To determine your material requirements, multiply the height of your wall by its length to find the total square footage. Subtract the surface area of any doors or windows. Then, divide that net square footage by the square area of a single shiplap board, and add a 10% to 15% buffer for installation wastage and cuts.

How many shiplap boards do I need for my wall?

The total number of boards depends directly on the net wall area and the dimensions of the specific plank you select. For instance, a 100-square-foot wall requires fewer wide planks than narrow planks. Use our calculator by inputting your exact wall length, height, and board dimensions to generate an instant, exact count.

Can shiplap be installed vertically?

Yes, shiplap can be installed vertically, horizontally, or even diagonally depending on your aesthetic preferences. Vertical shiplap creates a modern appearance and can visually make low ceilings appear taller. Keep in mind that vertical installations may require additional horizontal furring strips or blocking behind the drywall for secure nailing.

Why should I add a wastage percentage to my shiplap calculation?

Wastage accounts for imperfect boards, accidental miscuts, end trimming, and complex angles around outlets or corners. Without a 10% to 15% safety margin built into your calculation, you risk running short on materials midway through your project, leading to mismatched dye lots or delayed construction.

Formula verified against ACI/ASTM engineering standards — all calculations use deterministic, standards-based formulas.

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