Drywall Calculator
Work out how many 4×8, 4×12 or other drywall sheets a room needs from wall perimeter, height, ceiling, openings and waste, plus screws and board cost.
Drywall Calculator
Background.
A 12 by 16 foot bedroom with 8-foot walls has 448 square feet of wall and a 192-square-foot ceiling. Take out two doors and two windows and 576 square feet remain to be covered, which sounds like exactly 18 sheets of 4 × 8 drywall at 32 square feet apiece. The order that actually finishes the room is 20. Gypsum board is bought by the whole sheet, every outlet, door head and inside corner leaves offcuts that rarely fit anywhere else, and a sheet with a crushed corner is little use on a ceiling.
The estimate here follows the same steps a careful estimator takes on paper: wall perimeter times height, plus the ceiling if you are boarding it, minus the openings, plus a waste allowance, divided by the area of the sheet you plan to buy, and only then rounded up to a whole sheet. Sheet size changes the answer more than people expect. The same bedroom takes 14 sheets of 4 × 12, and each of those weighs half as much again as a 4 × 8 of the same board and needs a clear path from the truck to the room.
Two extras ride on the sheet count. Enter a price per sheet and you get the cost of the board itself; enter a screws-per-sheet figure and you get a fastener count to shop against. What the arithmetic cannot tell you is which way to hang the sheets, what thickness a ceiling needs, or whether a wall has to be fire-rated. Those choices come from the framing, the building code and the board maker's instructions, and the questions further down deal with the ones that change what you buy.
What is drywall calculator?
Drywall, also called gypsum board, plasterboard or by the trade name Sheetrock, is a panel with a core of gypsum (calcium sulfate dihydrate) faced on both sides with heavy paper. In the United States its dimensions and properties are specified by ASTM C1396. Most stock is 4 feet wide, with 54-inch board made so that two sheets laid horizontally cover a 9-foot wall, and full-size sheets start at 8 feet long, with 10 and 12 feet the other common lengths. The long edges are tapered slightly so tape and joint compound can fill the seam flush; cut ends are square, which is why end-to-end butt joints are harder to hide. Half-inch board is the ordinary wall thickness, five-eighths is common on ceilings and in fire-rated work, and quarter-inch is used to bend around curves or overlay an old surface. A drywall estimate turns the surfaces you intend to cover into a count of whole panels of one chosen size, with an allowance for the board lost to cutting.
How to use this calculator.
- Wall perimeter: add the lengths of every wall you are boarding, in feet. For a plain rectangular room that is twice the length plus twice the width, so a 12 × 16 room gives 56. Include closet walls and leave out any wall that is staying as it is.
- Wall height: floor to ceiling, in feet. If one part of the room is taller, or has a gable or a slope, enter the common height here and add the extra area to the ceiling figure, as described in the questions below.
- Ceiling area: the ceiling's length times width if you are boarding it, or 0 for walls only. If the ceiling will get a different board from the walls, leave it out and estimate it as a second run.
- Opening area: the total of doors, windows and pass-throughs that get no board. A 36 × 80-inch door is 20 sq ft and a 3 × 4-ft window is 12 sq ft; outlet boxes and vents are too small to bother deducting.
- Sheet length, sheet width and waste allowance: enter the board you intend to buy, such as 8 × 4, 12 × 4, or 12 × 4.5 for 54-inch board, and a waste percentage. Ten percent suits a plain room; go higher for many corners, soffits, angled walls or a first job.
- Price per sheet and screws per sheet are optional. Use the shelf price of the exact board you will buy, and scale the screw figure with the sheet: 32 for a 4 × 8 is one per square foot, so 48 for a 4 × 12.
The formula.
Sheets = ⌈(A − O) × (1 + w) ÷ S⌉. A is the total surface: wall perimeter times wall height, plus the ceiling area. Multiplying perimeter by height assumes every wall runs the full height you entered, which is why gables, slopes and dropped soffits need adding separately. O is the opening area, and subtracting it gives the net area that will actually receive board. The waste fraction w (10% entered as 0.10) is applied to that net area, so the allowance covers surface you are boarding rather than the doors and windows you took out. S is the area of one sheet, length times width: 32 sq ft for a 4 × 8, 48 for a 4 × 12, 54 for 54-inch board 12 ft long. Dividing gives a fractional number of sheets, and the ceiling brackets round it up to the next whole sheet once, at the very end; 19.01 sheets becomes 20 exactly as 19.8 does. That last step makes the count lumpy. A small rise in area or waste can add a whole sheet, while a bigger change may add nothing because it is absorbed by the slack in the last sheet. The screw count is the whole-sheet count times your screws per sheet, and the board cost is the whole-sheet count times the price per sheet, because you pay for every sheet you carry home, including the part that ends up as offcuts. Layout sits outside the formula: it does not know where studs and joists fall, which way you will hang the board, or whether an offcut from one wall can finish another. The waste percentage is the single number that stands in for all of that.
A worked example.
Take the 12 × 16 ft bedroom with 8-ft walls that the default values describe. The perimeter is 2 × 12 + 2 × 16 = 56 ft, so the walls come to 56 × 8 = 448 sq ft, and the 192 sq ft ceiling brings the gross area to 640 sq ft. Two 36 × 80-inch doors at 20 sq ft each and two 3 × 4-ft windows at 12 sq ft each make 64 sq ft of openings, leaving a net area of 576 sq ft. A 10% waste allowance raises that to 576 × 1.10 = 633.6 sq ft. Each 4 × 8 sheet covers 32 sq ft, and 633.6 ÷ 32 = 19.8, which rounds up to 20 sheets; nineteen would cover only 608 sq ft. At 32 screws per sheet that is 20 × 32 = 640 screws, and at $15.50 a sheet the board costs 20 × $15.50 = $310.00. The rounding has a consequence worth knowing if the ceiling is to get a different board. Estimated on their own, the walls need 384 × 1.10 = 422.4 sq ft, or 13.2 sheets, so 14; the ceiling needs 192 × 1.10 = 211.2 sq ft, or 6.6 sheets, so 7. Kept apart, the two products come to 21 sheets rather than 20, because each run rounds up separately.
Frequently asked questions.
Should drywall sheets run horizontally or vertically on the walls?
Do I deduct every window and door from the drywall area?
Are 4 × 12 sheets worth it compared with 4 × 8?
How much waste should I allow for drywall?
Does the ceiling need a different board from the walls?
What drywall goes on the wall between an attached garage and the house?
Can I use regular drywall in a bathroom?
How many drywall screws do I need, and what kind?
Does the material cost include tape, joint compound and corner bead?
How do I measure a room with a sloped ceiling, a gable wall or a stairwell?
References& sources.
- [1]ASTM International (2024). "ASTM C1396/C1396M: Standard Specification for Gypsum Board." ASTM.
- [2]Gypsum Association (2024). "Application and Finishing of Gypsum Panel Products, GA-216-2024." Gypsum Association Publications.
- [3]International Code Council (2024). "2024 International Residential Code, Chapter 7: Wall Covering." ICC.
- [4]National Institute of Standards and Technology (2026). "NIST Handbook 133, Appendix E: General Tables of Units of Measurement." U.S. Department of Commerce.
- [5]Bureau International des Poids et Mesures (2019). "The International System of Units (SI Brochure), 9th edition." BIPM.
How this page was produced
- Published by
- Quanta Calculator
- Overseen by
- Daniel, Quanta Calculator Researcher
- Primary sources
- 5 cited below
- Method
- Sheets = ⌈ (A − O) × (1 + w) ⁄ S ⌉
- Published
- Last verified
Built with AI assistance and verified by automated tests against the cited sources — every worked example on this page is computed by the same code that runs the calculator. How we build and check calculators.
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