Blog · October 28, 2026

How many blocks are in a wall? Count the module, not the block

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A well-built wall does real work around a home. A low wall can help hold back shallow flood water and runoff, so floors, furniture and belongings stay out of the water. The same wall gives you a boundary, privacy and shelter for a garden. Whichever job yours has to do, the first practical question is how many blocks to buy, and a wrong count means a stalled weekend or a pile of leftovers.

Ask how many blocks a wall needs and most people multiply the block’s length by its height and divide. That answer comes out too low, because it forgets the mortar joint. Every block on a wall takes up its own size plus one joint. Over 100 blocks, those joints add up to a lot of missing blocks.

This post counts one wall properly, then shows how an opening and a waste allowance change what you actually order.

Step 1: find the module

A standard 390 × 190 mm block with a 10 mm joint occupies a 400 × 200 mm module. The module is the unit you count with. The block is a little smaller than the space it takes, and the joint fills the difference.

A 390 by 190 mm block sits inside a 400 by 200 mm module; the extra 10 mm on the top and right is the mortar joint. Block 390 × 190 mm 390 mm 190 mm 10 mm joint on top 10 mm joint Module 400 × 200
The block is 390 × 190 mm. Add the 10 mm joint on the top and one side and it occupies a 400 × 200 mm module.

Step 2: blocks per square meter

Blocks per m² = 1 ÷ (module length × module height), both in meters.

1 ÷ (0.4 × 0.2) = 12.5 blocks per m²

Notice what this says. If you had used the bare block size, 0.39 × 0.19 = 0.0741 m², you would expect 13.5 blocks per m², which is about one block too many on every square meter. The joint matters, and the module is the number to trust.

Step 3: count it two ways

Take a wall 6.0 m long and 7 courses (rows) high.

The two counts agree, which is the check. If they disagree, the wall length is not a whole number of modules, and you will be cutting blocks.

A wall 15 blocks long and 7 courses high: 15 times 7 is 105 blocks. 15 blocks per course (6.0 m ÷ 0.4 m) 7 courses 15 × 7 = 105 blocks Drawn stacked so the grid is easy to count; a real wall staggers its joints.
The 6.0 m wall in modules: 15 across, 7 up.

Step 4: subtract the opening

Walls rarely run unbroken. Say this one has a gate or doorway 1.2 m wide and 1.0 m high, starting at the foot of the wall.

So the wall needs 105 − 15 = 90 blocks. The area method gives the same: the opening is 1.2 × 1.0 = 1.2 m², and 1.2 × 12.5 = 15 blocks.

A wall 15 modules by 7 courses with an opening 3 modules wide and 5 courses high removed: 105 minus 15 leaves 90 blocks to lay. The same 6.0 m wall with a 1.2 m wide, 1.0 m high opening opening 3 × 5 = 15 105 − 15 = 90 blocks to lay 1.2 m ÷ 0.4 m = 3 modules wide, 1.0 m ÷ 0.2 m = 5 courses high
The same 6.0 m wall with a 1.2 m by 1.0 m opening removed: 105 minus 15 leaves 90 blocks to lay.

If the opening does not fall on whole modules, round its width and height down when you subtract. A partial module still has to be filled with cut blocks, so you cannot take it off the order.

Step 5: when the length is not a whole number of modules

Make the wall 6.2 m long instead. 6.2 ÷ 0.4 = 15.5 blocks per course. You cannot buy half a block, so each course ends with one block that is cut, and you count it as a whole one: 16 blocks per course. Over 7 courses that is 16 × 7 = 112 blocks, not the 108.5 the plain division suggests. Count the cut block as a full block, and be pleased if the offcut finds a use elsewhere in the wall.

Step 6: add waste

Breakage and cuts mean you order more than you lay. A common allowance is around 5 percent, and some people choose 10 percent for a wall with many cuts or corners. Both are choices, not rules, so use your own judgement.

The last line is the one to avoid: it orders 16 blocks more than the 95 the wall needs.

Bar comparison of blocks to order for the 6.0 metre wall: 111 if the opening is ignored, 90 with the opening taken off and no waste, 95 with 5 percent waste and 99 with 10 percent waste. What to order for the 6.0 m wall (blocks) Opening ignored, 5% waste 111 Opening taken off, no waste 90 Opening taken off, 5% waste 95 Opening taken off, 10% waste 99 Waste rounds up. Skipping the subtraction orders 16 blocks you will never lay.
What to order for the 6.0 m wall: 111 if the opening is ignored, 90 with no waste, 95 with 5 percent waste and 99 with 10 percent waste.

Always subtract the opening first and add waste last. The waste applies to what you lay, not to what you leave out.

Common slips

Rule of thumb

Module = block + joint. Blocks per m² = 1 ÷ (module length × module height). Count by area and by courses, subtract openings, then add waste and round up. For the 6.0 m wall with a gate opening, that is 90 blocks to lay and 95 to order.

Try it with your own wall

The free Block and Brick Counter does this for US CMU, UK and Australian blocks and bricks, in meters or feet. It comes from Walls That Stand, Book 1 of Built by Numbers.

walls-that-stand cover
Walls That StandSee the chapters, free calculators and printable sheets.

This is arithmetic for planning, not an engineering design. Follow your local building department and, where a wall holds back water or soil, a licensed engineer.

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