A garage door seal runs across the bottom or top and up both sides. This recipe adds the width and twice the height to get the inches of seal, converts to feet, adds waste for corners and cuts, and divides by the roll length to get whole rolls.
A 192 x 84 inch door needs 30 feet of seal, which at 10% waste is 3 rolls of 15 feet.
The example
Three door sizes. Taller doors add seal on both sides, so height counts twice.
| A | B | C | D | E | F | G | |
|---|---|---|---|---|---|---|---|
| 1 | Case | Width in | Height in | Waste % | Roll ft | Feet | Rolls |
| 2 | 16 x 7 ft | 192 | 84 | 10.0% | 15 | 30.0 | 3 |
| 3 | 9 x 7 ft | 108 | 84 | 10.0% | 15 | 23.0 | 2 |
| 4 | 16 x 8 ft | 192 | 96 | 10.0% | 15 | 32.0 | 3 |
The formula
Perimeter on three sides, converted to feet and rolled up to whole rolls:
How it works
Here is the logic, one piece at a time:
B2+2*C2is the width plus two sides, in inches.- Dividing by 12 converts to feet.
(1+D2)adds waste for mitred corners and trimming.- Dividing by the roll length in
E2and rounding up gives whole rolls.
Use the same pattern for any seal that runs along the door's top and sides.
Try it: interactive demo
Enter the door size, waste and roll length.
Variations
Include the top seal separately
Add the width again for a separate top seal.
Pull door size from a table
Look up width and height by standard door size name.
Pitfalls & errors
Bottom seals are often sold in lengths equal to the door width, not rolls; confirm the product form.
Mixing inches and feet gives answers off by a factor of twelve. Keep dimensions in inches and divide once.
Check the door for rubbing before you buy; a new seal can be thicker than the old.
Practice workbook
Frequently asked questions
Why twice the height?
Does this include the bottom seal?
Stop fighting formulas. Learn them in a day.
This recipe is one of hundreds of real-world formulas we teach. Our Excel Formulas & Functions class covers lookups, logic, text, and dynamic arrays hands-on — live in Dallas–Fort Worth, Houston, Austin, Oklahoma City, Denver, or online.
See the Formulas & Functions Class