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Shiplap Boards Needed
23
boards (includes waste allowance)
Total Wall Area 96 sq ft
Coverage per Board 4.67 sq ft

What Is the Shiplap Calculator?

Shiplap is a popular wall and ceiling cladding made of overlapping wooden boards that create a clean, lined look. Planning a project means knowing exactly how many boards to buy — too few stalls the job, too many wastes money. This calculator estimates the number of shiplap boards required to cover a wall based on its dimensions, your board size, and a waste allowance for cuts and mistakes.

Wall covered with horizontal shiplap boards showing wall width and height dimensions
Shiplap boards run horizontally across a wall defined by its width and height.

How to Use It

Enter the wall width and height in feet, the length of one board in feet, and the board's coverage width in inches (the exposed face after overlap, often a little less than the nominal board width). Add a waste allowance — 10% is a common starting point, more if your wall has many openings or you are new to installing shiplap. The calculator returns the total board count rounded up to a whole board.

The Formula Explained

First the total wall area is found: \(\text{Area} = \text{Wall Width} \times \text{Wall Height}\). The coverage of one board is its length multiplied by its coverage width converted from inches to feet (divide by 12). The area is multiplied by (1 + waste%) and divided by the coverage of one board, then rounded up with the ceiling function so you never come up short.

$$\text{Boards} = \left\lceil \frac{\text{Width} \times \text{Height} \times \left(1 + \frac{\text{Waste \%}}{100}\right)}{\dfrac{\text{Coverage (in)}}{12} \times \text{Board Length}} \right\rceil$$

Cross-section of two shiplap boards showing the overlapping rabbet joint and coverage width
Each board's coverage width is less than its full width because of the overlapping rabbet joint.

Worked Example

Suppose a wall is 12 ft wide and 8 ft tall, using 8 ft boards with a 7 in coverage width and a 10% waste allowance. Wall area = \(12 \times 8 = 96\) sq ft. One board covers \((7 \div 12) \times 8 = 4.667\) sq ft. With waste: \(96 \times 1.10 = 105.6\) sq ft. Boards = \(\lceil 105.6 \div 4.667 \rceil = \lceil 22.63 \rceil =\) 23 boards.

FAQ

Should I subtract windows and doors? For small openings it is safest not to, since the extra acts as waste buffer. For very large openings, reduce the wall height or width input accordingly.

What waste percentage should I use? 10% is typical for simple walls; use 15–20% for diagonal patterns, many corners, or beginners.

Coverage width vs. nominal width? Always use the coverage (exposed face) width because boards overlap. A nominal 8-inch board often covers about 7 inches.

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