Roofing: Shingle Bundles Needed

Excel Formulas › Roofing

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Three bundles cover a roofing square, but you order extra for cuts and ridges. Multiply squares by three, add a waste factor, and round up to whole bundles.


Quick formula: Squares times three bundles, plus waste, rounded up:
=ROUNDUP(B2*3*(1+C2),0)

22 squares at 3 bundles each is 66; a 10% waste factor pushes it to 72.6, which rounds up to 73 bundles to order.

Functions used (tap for the full reference guide):

The example

Three roofs, each measured in squares with a waste allowance.

ABCD
1HouseSquaresWaste %Bundles
2House A2210%73
3House B3012%101
4House C188%59

The formula

One formula sizes every order:

=ROUNDUP(B2*3*(1+C2),0) // 3 bundles/square + waste, rounded up

How it works

From squares to a purchase order:

  1. B2*3 converts roofing squares to bundles — three bundles cover one square of standard shingles.
  2. (1+C2) adds the waste percentage for cuts, starter, and ridge caps.
  3. ROUNDUP(…,0) rounds to whole bundles, because you cannot buy a partial bundle.

Steep or complex roofs need more waste — bump the factor toward 15% for lots of hips and valleys.

Try it: interactive demo

Interactive

Enter the roof size in squares and a waste factor.

Variations

Different bundle coverage

Some premium shingles run 4 bundles per square — swap the 3.

=ROUNDUP(B2*BundlesPerSquare*(1+C2),0)

Pitfalls & errors

Enter waste as a percent (10%) or decimal (0.10); typing 10 would order eleven times too many bundles.

Confirm bundles-per-square on the shingle wrapper — it is usually 3 but not always.

Practice workbook

📊
Download the free Roofing: Shingle Bundles Needed practice workbook
Edit the yellow Squares and Waste cells; the Bundles column rounds up automatically.

Frequently asked questions

How many bundles cover a square?
Standard three-tab and architectural shingles are typically 3 bundles per square (100 sq ft). Always confirm on the product wrapper.
What waste factor should I use?
Simple gable roofs run about 10%. Roofs with many hips, valleys, and dormers can need 15% or more.

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Related formulas: Roofing: Job Price per Square · Material with Waste · Solar: Panels Needed

Function references: ROUNDUP