Paint Calculator (Find Out How Much Paint You Need)

Calculate paint volume needed for walls in gallons and liters, deducting doors and windows for accurate coats.

Reviewed for Mathematical Accuracy Last updated: 2026
Paint Needed
0 gallons
Total Wall Area0 sq ft
Paintable Area (minus doors/windows)0 sq ft
Liters (approx.)0 L

How to Calculate Paint Required for a Room

Wall area is calculated as the room perimeter (2 * (length + width)) multiplied by wall height, giving the total surface area of all four walls. Standard door and window sizes (about 20 sq ft per door, 15 sq ft per window) are subtracted to get the actual paintable area. That area is then multiplied by your number of coats and divided by your paint coverage rate to estimate gallons needed. Adjust any field and every downstream figure, from paintable area to gallons and liters, recalculates instantly.

Accounting for Doors and Windows in Your Estimate

Doors and windows do not get painted with wall paint (they use separate trim paint or different finishes), so leaving their area in the total wall calculation would overstate how much wall paint is actually needed. For a typical room, subtracting doors and windows can reduce the paintable area by 10 to 15 percent compared to the raw wall area, a meaningful difference that would lead to buying noticeably more paint than necessary if openings were not accounted for. This effect becomes even more pronounced in rooms with multiple large windows or sliding doors, where openings can account for a substantially larger share of the total wall footprint.

Why Coverage Rate Varies

The commonly cited 350-400 sq ft per gallon assumes a smooth, previously painted surface. Textured walls, unprimed drywall, or darker color changes typically reduce actual coverage. Check your specific paint can label for its stated coverage rate for the most accurate estimate.

Worked Example

For a room 12 ft long and 10 ft wide with 9 ft walls, the perimeter is 2 * (12 + 10) = 44 ft, and total wall area is 44 * 9 = 396 sq ft. With 1 door (20 sq ft) and 2 windows (15 sq ft each, 30 sq ft total), the openings subtract 20 + 30 = 50 sq ft, leaving a paintable area of 396 - 50 = 346 sq ft. Applying 2 coats at a coverage rate of 350 sq ft per gallon gives (346 * 2) / 350 = 692 / 350 approx 1.98 gallons. Converting to liters, 1.98 * 3.78541 approx 7.48 liters. Since paint is sold in whole can sizes, this project would realistically require purchasing 2 gallons (or the equivalent liter cans) to cover the calculated 1.98-gallon need.

Painting Multiple Rooms

For projects spanning several rooms, running this calculator once per room and summing the resulting gallon figures is more accurate than trying to estimate a whole-house total from an average room size, since ceiling height, door and window counts, and room dimensions typically vary between rooms. Keeping track of each room individual paintable area is also useful for buying the right size cans per room, since a small bathroom might only need a quart while a large living room needs several gallons, and purchasing paint per room rather than in one bulk estimate avoids ending up with an awkward mix of partially used cans.

Why Wall Area Uses Perimeter Instead of Individual Wall Measurements

Rather than requiring four separate wall measurements, this calculator uses the room overall perimeter, 2 * (length + width), multiplied by wall height, a shortcut that works because opposite walls in a rectangular room share the same length. The perimeter formula effectively adds up all four walls at once: two walls matching the room length and two matching the room width, doubled to account for both pairs. This is mathematically identical to measuring and summing each of the four walls individually, but requires only two room dimensions rather than four separate wall widths, making data entry faster for the most common rectangular room shape.

Estimating Paint for Non-Standard Situations

Rooms with vaulted ceilings, extensive trim work, multiple color zones, or significantly larger-than-standard windows and doors will need manual adjustment beyond this calculator standard assumptions. For a vaulted ceiling, using an average wall height between the shortest and tallest points gives a reasonable approximation, though a more precise calculation would split the wall into a rectangular lower section and a triangular upper section calculated separately. For a room with an unusually large picture window or sliding glass door, subtracting that specific opening actual measured area, rather than the standard 15 sq ft window assumption, produces a more accurate paintable area and avoids over-purchasing paint for a wall with less surface to actually cover.

How Many Coats of Paint Do I Need?

The number of coats field is flexible enough to represent different painting scenarios beyond a simple two-coat topcoat application. Painting over a drastically different existing color, going from a dark wall to white, or vice versa, often needs a dedicated primer coat plus two finish coats, effectively three total coats, to achieve full, even coverage without the old color showing through. Painting a similar color over an existing coat of the same family might only need a single coat in good lighting conditions. New, unpainted drywall almost always needs a primer coat before the finish coats, since drywall and joint compound absorb paint unevenly without it, leading to a blotchy finish if primer is skipped. Adjusting the coats field to reflect the actual number of full passes planned, including any dedicated primer coat, keeps the gallon estimate aligned with the real project scope.

Common Mistakes When Estimating Paint Needs

A frequent mistake is using a generic coverage rate without checking the specific paint can label, since coverage can vary meaningfully between paint brands, finishes (flat, eggshell, satin, semi-gloss), and formulations, sometimes by 50 sq ft per gallon or more from the commonly cited 350-400 range. Another common mistake is forgetting to account for trim, baseboards, and crown molding as separate painted surfaces requiring their own smaller quantity of trim paint, typically a different product from wall paint entirely. A third mistake is underestimating how much a color change affects real coverage, going from a light wall color to a significantly darker one (or vice versa) frequently requires an extra coat beyond what a same-family color change would need, which this calculator coats field should be adjusted to reflect.

Frequently Asked Questions

How do I calculate how much paint I need?

First, calculate the total square footage of your walls (height x width). Then, subtract the square footage of any doors and windows. Finally, divide the remaining area by the coverage rate of your paint.

How much area does one gallon of paint cover?

On average, one gallon of interior paint covers approximately 350 to 400 square feet with a single coat. This varies depending on the surface texture and whether it has been primed.

Should I round up my paint purchase?

Yes. Paint is sold in full gallon, quart, or liter cans. Rounding up to the nearest full container ensures color consistency and avoids mid-project delays.

Does this calculation include ceiling paint?

No. This tool calculates vertical wall area only. Ceilings should be calculated separately as room length times width and painted with dedicated ceiling paint.

Why are standard door and window deductions used?

Standard interior doors average 20 sq ft and windows average 15 sq ft, providing an accurate opening deduction without requiring separate measurements.

Why does paint coverage decrease on textured or unprimed surfaces?

Textured walls create extra physical surface area, while porous unprimed drywall absorbs paint deeper into the substrate, reducing coverage per gallon.

Why does a second coat require equal paint instead of less?

Each full coat covers the entire surface area uniformly. Two coats require double the volume of a single coat to build film thickness and opacity.

How do you convert paint gallons into liters?

One US gallon equals 3.78541 liters. Multiplying the calculated gallon requirement by 3.78541 gives the exact metric volume.