A block wall goes up in courses, and each standard CMU with its mortar joint adds eight inches of height. Divide the wall height by the course height and you know how many rows the wall stands.
A 48-inch wall in 8-inch courses is six rows of block.
The example
Three walls, each with a finished height in inches and the course height of the block being used.
| A | B | C | D | |
|---|---|---|---|---|
| 1 | Wall | Height in | Course in | Courses |
| 2 | Garden wall | 32 | 8 | 4 |
| 3 | Retaining | 48 | 8 | 6 |
| 4 | Foundation | 96 | 8 | 12 |
The formula
Wall height over course height gives the number of rows:
How it works
Two inputs:
B2is the finished wall height in inches.C2is the course height — a standard 8-inch CMU is 7-5/8 inches of block plus a 3/8-inch mortar joint, which comes to 8.ROUNDDOWN(...,0)rounds down, because a partial course is not a full row of block.- Multiply the courses by the blocks per row (wall length over 16 inches) for the total block count.
Half-height (4-inch) block and cap units change the course height — keep it in its own cell so you can switch block types.
Try it: interactive demo
Enter the wall height and the course height, in inches.
Variations
Blocks in the wall
Courses times the blocks per row (length / 16 in) is the total count.
Half-height cap course
Use a 4-inch course height for a cap or veneer row.
Pitfalls & errors
Use the nominal 8-inch course, not the 7-5/8-inch block face. The mortar joint is part of the course height — dividing by the bare block would overstate the row count.
If the wall height is not a clean multiple of the course, you will need a cut course or a different footing depth. A non-whole result is a heads-up to check the elevation.
Practice workbook
Frequently asked questions
Why is the course height 8 inches?
How do I get the total block count?
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