Decking Calculator

Estimate boards, fasteners and decking cost from your deck and board size.

Flat boards or square profiles, metric or imperial sizes, and 20 currencies.

Updated October 20, 2026
Frank Zhao - Creator
CreatorFrank Zhao
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Overview

Decking is bought by the board, so the useful question is not only how big the deck is, but how many boards go on the van, how many fixings they need and what the pair will cost. This calculator turns a deck size and a board size into exactly those numbers, and it adds the cutting allowance for you instead of leaving you to guess at it.

Four numbers come back

  • The number of boards to buy, with ten per cent already added for offcuts.
  • How many screws or nails, or how many hidden clips, that deck needs.
  • What the boards cost at the price you pay for one of them.
  • The decking total: boards plus the box of fasteners you are about to buy.

It works from either end. If a plan quotes the surface area, enter the area and the missing side comes back; if you only have a tape, enter the two sides and the area follows. Lengths can be given in centimetres, metres, inches or feet, board widths also in millimetres, and the money in any of twenty currencies.

The people who use it most are the ones buying the wearing surface: a householder pricing a first deck, a fitter checking a quantity before quoting, or anyone deciding whether a narrow board or a wide one makes a cheaper deck.

How to use this calculator

Five decisions carry the whole calculation: the deck size, the board width, the stock length, the fixing and the prices. Everything else on the page is a result.

1

Size the deck

Enter the length and width of the surface you will actually cover. If a plan gives the area, put the area in instead and leave the side you do not know empty — the calculator returns it.

2

Pick the board width

Choose the width you are buying from the menu. If your board is not listed, choose Other and type its face width: the measurement across the top of the board. Measuring one board before you order settles the number, whatever the label says.

3

Enter the stock length

This is the length of the board you buy — 2.4 m, 3 m or 8 ft, for example — not the length of the deck. Boards are cut to fit, so the stock length sets how much deck each piece covers.

4

Say how the boards are fixed

Screws or nails are counted at 3.5 per square foot of decking. Hidden clips are counted at 1.75, because one clip bridges two board edges. Choose the fixing your boards are made for.

5

Add prices

Enter what one board costs, then the price of the fastener pack if you already know it. The pack price is optional: leave the box empty and the total is the boards alone, which is still enough to compare suppliers.

6

Read the result

The board count is the shopping number, not the number of boards that ends up fixed. A 20 ft × 13 ft deck is worked through below.

Worked example: a 20 ft × 13 ft deck with 8 ft × 6 in boards

One board costs $7 and a box of screws costs $98.

Deck area

A=20×13A = 20 \times 13==260 ft2260\ \mathrm{ft^2}

What one board covers (6 in is 0.5 ft)

Ab=8×0.5A_{\mathrm{b}} = 8 \times 0.5==4 ft24\ \mathrm{ft^2}

Boards to buy, with the ten per cent allowance

N=⌈1.1×2604⌉N = \left\lceil 1.1 \times \frac{260}{4} \right\rceil=⌈71.5⌉= \lceil 71.5 \rceil==7272

Screws at 3.5 per square foot

Nscrew=⌈3.5×260⌉N_{\mathrm{screw}} = \lceil 3.5 \times 260 \rceil==910910

Boards, then the decking total

Cboards=72×$7C_{\mathrm{boards}} = 72 \times \$7==$504\$504C=504+98\quad C = 504 + 98==$602\$602

The answer is 72 rather than 71.5 because boards are whole objects. Rounding down to 71 would still cover the bare 260 ft², but it would spend the waste allowance before the last run is laid. 910 screws means the next pack size above 910, not 910 loose screws.

If your result looks too high or too low, check the two things that are easiest to mix up: the board length is the stock you buy rather than the run of deck, and the board width is the face of the board rather than the gap between joists.

How the calculation works

The deck surface is the two sides multiplied. Both are converted to metres before they are multiplied, so a deck taped in feet and a board measured in millimetres can be used in the same calculation without converting anything by hand.

A=L×WA = L \times W

Because it is one statement, an area you already know can drive the sides instead:

L=AWL = \frac{A}{W}\qquadW=ALW = \frac{A}{L}

One board covers its width times its second side. With flat boards the second side is the stock length; with square sections it is the width again.

Ab=w×l(flat)Ab=w2(square)A_{\mathrm{b}} = w \times l \quad \text{(flat)} \qquad A_{\mathrm{b}} = w^{2} \quad \text{(square)}

Dividing the deck by that footprint gives the number of boards, and the ten per cent allowance plus the round-up finish the job:

N=⌈1.1×AAb⌉N = \left\lceil \frac{1.1 \times A}{A_{\mathrm{b}}} \right\rceil

The rounding is not decoration. A deck whose arithmetic lands exactly on a whole board needs no extra piece; one that lands on 71.5 needs 72, because that half board is the allowance doing its job rather than a rounding artefact.

Fixings are counted from the deck area in square feet, not from the board count. That is why changing the board length or width leaves the fixing count alone:

Nscrew=⌈3.5×A0.09290304⌉N_{\mathrm{screw}} = \left\lceil 3.5 \times \frac{A}{0.09290304} \right\rceil\qquadNclip=⌈1.75×A0.09290304⌉N_{\mathrm{clip}} = \left\lceil 1.75 \times \frac{A}{0.09290304} \right\rceil

Costs are two multiplications and one addition — the price of a board times the count, plus whatever the fastener pack costs:

Cboards=p×NC_{\mathrm{boards}} = p \times N\qquadC=Cboards+CfC = C_{\mathrm{boards}} + C_{\mathrm{f}}

With square sections no fastener estimate is made, so the total is the board spend on its own:

C=CboardsC = C_{\mathrm{boards}}

Each cost box carries its own currency, converted with a reference exchange rate, so the boards can be priced in one currency and the fastener box in another. The rate is applied to the finished amount, never to the order of the arithmetic.

The board and fixing counts are results only. A rounded count cannot honestly be turned back into an exact deck area or stock length, so the calculator does not offer that direction — the price and total are readouts in the same way.

Board width, stock length and waste

Two choices move the shopping list far more than the deck does: how wide the board is and how long a piece you buy.

Width changes the joints, and the price

A wider board covers more deck per piece, so you buy fewer boards and have fewer joints to keep straight. Boards are usually priced up with their width, so compare the price per square metre of decking rather than the price on the ticket — the cheaper board can be the dearer deck.

price per m2 of board=pw×l\text{price per m}^2 \text{ of board} = \frac{p}{w \times l}

Stock length changes the piece count

Longer stock covers more per board, so the count falls almost in proportion. A 20 m² deck in 140 mm boards takes 66 pieces of 2.4 m, or 33 pieces of 4.8 m — the same cover, half the pieces. Whether that saves money depends on how the merchant prices the longer board, which is why the price-per-square-metre comparison above is the one to make.

What the ten per cent is for

It is one allowance for the offcuts at the ends of runs, mitred corners, and the occasional board that splits or is delivered damaged. A simple run of boards in one direction, ending near a multiple of the stock length, can need less. A diagonal or herringbone pattern cuts far more boards at an angle and usually needs more.

The calculator cannot see your layout, so treat the count as the number to order, and add a board or two when the pattern is complicated or the deck is large.

Why square sections multiply the count

A square section is counted on width × width. The same 140 mm that gives a flat board 0.336 m² of cover — 140 mm by 2.4 m — gives a square piece only 0.0196 m². The deck has not changed, but each piece covers about a seventeenth as much of it, so the count runs into the thousands.

Boards are spaced, the count is flush

The count assumes boards laid edge to edge. Real decking is spaced for drainage and for the movement of the boards, so each board covers a little less than its full width allows and the result behaves as a minimum. On a normal deck the ten per cent allowance absorbs it; on a very wide surface it is one more reason to order a spare.

Worked examples

The first example uses the square-section mode; the second shows what to do with a deck that is not a plain rectangle.

Square sections on a 5 m × 4 m surface, $12 each

Deck area

A=5×4A = 5 \times 4==20 m220\ \mathrm{m^2}

One 140 mm square section

Ab=0.14×0.14A_{\mathrm{b}} = 0.14 \times 0.14==0.0196 m20.0196\ \mathrm{m^2}

Sections to buy

N=⌈1.1×200.0196⌉N = \left\lceil 1.1 \times \frac{20}{0.0196} \right\rceil=⌈1,122.4⌉= \lceil 1{,}122.4 \rceil==1,1231{,}123

Board spend, which is also the total

C=1,123×$12C = 1{,}123 \times \$12==$13,476\$13{,}476

The same 20 m² with 140 mm boards on flat profiles takes 66 pieces and costs $792. Same deck, same width, seventeen times as many pieces — the footprint did that, not the size.

An L-shaped deck, split into two rectangles

A 5 m × 4 m main deck plus a 2 m × 1.5 m step works out as 20 m² and 3 m², so the surface to cover is 23 m². Enter that area with 140 mm × 2.4 m boards at $12 a board.

Area of the two rectangles

A=(5×4)+(2×1.5)A = (5 \times 4) + (2 \times 1.5)==23 m223\ \mathrm{m^2}

Boards to buy

N=⌈1.1×230.336⌉N = \left\lceil 1.1 \times \frac{23}{0.336} \right\rceil=⌈75.3⌉= \lceil 75.3 \rceil==7676

Screws, then the board spend

Nscrew=⌈3.5×230.09290304⌉N_{\mathrm{screw}} = \left\lceil 3.5 \times \frac{23}{0.09290304} \right\rceil==867867C=76×$12=$912\quad C = 76 \times \$12 = \$912

Splitting first and adding afterwards is the whole trick for irregular decks. Once the pieces are measured, the calculator only needs the total area — the joists under the two halves are a separate question.

Practical tips

Measure the board, not the label

If the board in your hand is not the width shown on the menu, choose Other and enter the measured face. The count follows the number you give it, and on a large deck a couple of millimetres of face width is worth measuring rather than assuming.

Clips need a grooved edge

Hidden clips are made for boards with a groove along the edge. With plain boards, count screws or nails instead — or check whether the board you chose is supplied grooved for a clip system.

Buy fixings by the pack

The fixing count is a minimum, and boxes come in fixed quantities. A job that needs 910 screws takes the box that covers 910, and a handful of spares cost less than a second trip.

Check the delivery weight

A stack of boards is awkward to move and still has a weight, and a van or trailer has a limit. Thesize to weight calculatorturns the stack dimensions and the density of the timber into a weight.

It is also worth keeping one board back after the job. Colour and grain vary between production batches, and a spare from the same batch is the only way to repair a damaged board later without it standing out.

Questions that come up

Q

Can I use this calculator for composite or plastic decking?

For the quantities, yes: the geometry of width × length and the area of the deck is the same whatever the board is made of, so enter the composite board face width and its price and the board count holds.

The fixings are where it changes. Composite systems usually pair a particular clip or screw with a grooved or pre-drilled board, and the maker's fixing schedule sets both the spacing and the coverage of a pack. Use the generic fixing rates as a starting point only, and buy the fixings the board system specifies.

Q

Why does the board count change when I only change the board length?

Because a longer board covers more deck per piece, so fewer pieces add up to the same surface. On a 20 m² deck with 140 mm boards, 66 pieces of 2.4 m become 33 pieces of 4.8 m.

The fixing count does not move at all, because it is calculated from the deck area rather than from the number of boards. If both numbers changed together, something else on the page was edited as well.

Limitations and assumptions

  • Rectangular surface. An irregular deck has to be split into rectangles and the pieces added, as in the second example. Curves and cut-outs are outside the calculation.
  • An estimate, not a structural design. Joist size and spacing, beam spans, how the deck is fixed to the house, stair and guard dimensions are set by your local building code and by the board manufacturer, and none of them are checked here.
  • One fixed waste allowance. The ten per cent is the same for every deck. It cannot know the layout direction, the number of mitres, the pattern, or the gaps between boards.
  • Fixing rates are general rules of thumb. 3.5 screws per square foot and 1.75 clips per square foot suit ordinary timber boards fixed down in the usual way. Where the board system publishes its own coverage, use that.
  • Decking only. One board price and one fastener pack price, before tax and delivery. Posts, beams, joists, hangers, structural fixings, railing, stairs, permits and labour are not included; for the concrete under the posts, thesquare feet to cubic yards calculatorturns a footing footprint and depth into a volume.
  • Currency figures are reference values. Totals are converted at a reference exchange rate rather than the rate your bank or card will apply, and they exclude the supplier's own rounding and any taxes.
  • Your tape sets the accuracy. The conversions are exact, but a measurement is not. For a large or expensive order, confirm the quantity with the supplier before committing.
Decking Calculator - Boards, Fasteners and Cost