Concrete

Concrete Block (Cinder Block) Calculator

Enter the wall length and height and subtract any doors or windows. You'll get the number of 8 × 8 × 16 blocks, 80 lb bags of mortar, and grout if you fill some or all of the cells.

  • Tested formulas
  • Feet or metric
  • Printable shopping list

1 Your measurements

Type feet and inches the way you'd write them, like 12' 6" or 30 3/8. Decimals work too.

ft
ft
sq ft
Total area to leave out.
%
CMHA estimates use 5% for breakage and cuts.
$

2 What to buy

Updates as you type
Blocks
189
8 × 8 × 16 in, with extra
Mortar
15 bags
80 lb, about 13 blocks per bag
Wall area (less openings)160 sq ft
Blocks before extra180
Full courses × blocks per courseabout 6 × 30, before openings
Mortar15 bags of QUIKRETE Mortar Mix (Type N) or Mason Mix (Type S), 80 lb

Block walls that hold back soil or carry a load need steel reinforcing bars in grouted cells and a proper footing. The building code and your local building department set the spacing, so get a permit before you build one.

Shopping list

Quick answer

Concrete blocks = wall area in sq ft × 1.125. A 40 × 4 ft wall is 160 sq ft, which takes 180 blocks (8 × 8 × 16 in) or 189 with 5% extra, plus about 15 bags of 80 lb mortar mix.

Blocks and mortar for common wall sizes

Wall areaBlocksMortar bags
50 sq ft605
100 sq ft11910
160 sq ft18915
250 sq ft29623
400 sq ft47337
600 sq ft70955
1,000 sq ft1,18291

8 × 8 × 16 in blocks with 5% extra; mortar at 13 blocks per 80 lb bag. Use the calculator above for your exact size.

How many blocks per square foot

A standard block is 8 × 8 × 16 inches nominal. It actually measures 7⅝ × 7⅝ × 15⅝ inches, and the ⅜ inch mortar joint makes up the rest. So each block covers 8 × 16 = 128 square inches of wall, which works out to 1.125 blocks per square foot.

Worked example: a 40 ft wall, 4 ft high

  • 40 × 4 = 160 sq ft of wall.
  • 160 × 1.125 = 180 blocks, plus 5% = 189 blocks.
  • That's 6 courses of 30 blocks.
  • QUIKRETE rates its 80 lb Mortar Mix at up to 13 blocks per bag: 15 bags.

Mortar: why the estimates differ

CMHA (formerly NCMA) estimates about 16 blocks per 80 lb bag of preblended mortar. QUIKRETE's data sheet says up to 13 for its Mortar Mix, and Sakrete says 12 for its Type S. Real yield depends on joint width and how much you drop, so the bag maker's figure is the safer one to buy by. Leftover bags keep if they stay dry.

Grout for filled cells

Walls with steel reinforcing bars get grout poured into the cells that hold the bars. For an 8 inch wall, CMHA TEK 04-02A gives these amounts per 100 sq ft of wall:

Grouted cellsGrout per 100 sq ft
Every 16"18.1 cu ft
Every 24"12.1 cu ft
Every 32"9.1 cu ft
Every 48"6.1 cu ft
All cells36.1 cu ft

The bar size and spacing come from your plans or the local building department, not from this calculator.

Before you build

  • Block walls sit on a concrete footing, which goes below the frost line in cold climates. Footing size depends on the wall, the soil and local code.
  • Retaining walls and taller walls usually need steel bars and grout to code. Check with your local building department, which often requires a permit.
  • Plan the wall length in 8 inch steps where you can. You'll cut fewer blocks.

Frequently asked questions

How many concrete blocks are in a square foot?

1.125 standard 8 × 8 × 16 blocks, because each one covers 8 × 16 inches of wall including the mortar joint. That's 112.5 blocks per 100 sq ft before any extra.

How many blocks can I lay with one bag of mortar?

About 12 to 16 blocks per 80 lb bag. QUIKRETE says up to 13 for its Mortar Mix, Sakrete says 12 for Type S, and CMHA estimates 16 for preblended mortar.

What size is an 8 × 8 × 16 block really?

7⅝ × 7⅝ × 15⅝ inches. The nominal size includes a ⅜ inch mortar joint.

Do I need to fill concrete blocks with concrete?

Only the cells that hold steel bars, or all of them if your plans call for a solid grouted wall. Use grout (a fluid concrete mix) rather than regular concrete, and follow the bar spacing in your plans or local code.

Last reviewed 2026-10-23. See how we calculate for our sources and assumptions.

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