Paper Size Converter (A4, Letter, ANSI, ARCH, and Pixels)

Paper Size Converter (A4, Letter, ANSI, ARCH, and Pixels)

Every ISO 216 A, B and C size, the DIN overformats, and the North American named, ANSI and ARCH sheets — in millimetres, centimetres, inches, points and pixels at whatever resolution you are working at. The ISO sizes are constructed from the standard’s own halving rule rather than copied from its table.

Paper sizes, in millimetres, inches and pixels

Seven size families → mm, in, pt, px
A4 is the default because it is the size most of the world prints on — and because “A4 in pixels at 300 dpi” is the question nobody’s unit converter answers.
A C envelope takes the A sheet of the same number unfolded, and the B sheet of that number is bigger again — that is what the three series are for.
Millimetres or inches, whichever family you chose above. The page always reports the short side first.
300 is the commercial print default, 72 or 96 is screen. This is the only input that turns a paper size into a pixel count, and it is the reason a fixed “A4 in pixels” figure does not exist.
Not a circuit: the ISO 216 construction drawn to scale. The outer rectangle is A0; each numbered cell is the next size, made by halving the long side of the one before and rounding down to the whole millimetre. Because the aspect is √2, halving reproduces the same shape every time — which is the entire reason the series exists and the reason US Letter, at an aspect of 1.294, cannot do it. The size you have chosen is drawn with a double line when you are in one of the three ISO series. The figure is the A series; the B and C series are the same geometry at a different scale.
3,508pxExample

A4 at 300 dpi

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One base pair, then halve and round down

A0 = 841 × 1189 mm  ·  B0 = 1000 × 1414  ·  C0 = 917 × 1297  ·  next short side = ⌊ previous long side ÷ 2 ⌋  ·  next long side = previous short side  ·  pixels = millimetres ÷ 25.4 × dpi
⌊ ⌋
round DOWN to the whole millimetre. This is the standard’s own wording and it matters: rounding to nearest gives A5 = 149 × 210 rather than the published 148 × 210
841 × 1189
A0. The exact geometry is 840.896 × 1189.207 mm — a square metre at an aspect of √2 — and the published pair is that rounded to the NEAREST millimetre, which is why you cannot generate the series by flooring the exact values
917 × 1297
C0, the geometric mean of A0 and B0. Its exact long side is 1296.84 mm, again rounded up, which is the second place the exact geometry and the published sizes part company
dpi
dots (properly, pixels) per inch. Nothing in ISO 216 mentions it; it is entirely your choice, and it is the reason “A4 in pixels” has no single answer

Worked example

A4 at 300 dpi
A4 is four halvings down from A0: A1 = ⌊1189/2⌋ × 841 = 594 × 841, A2 = ⌊841/2⌋ × 594 = 420 × 594, A3 = 297 × 420, A4 = 210 × 297 mm
210 mm is 8.2677 in and 297 mm is 11.6929 in — so A4 is neither 8.5 nor 11, and that is the whole Letter problem
At 300 dpi the long side is 11.6929 × 300 = 3,508 px and the short side 2,480 px
In PostScript points, which is what a PDF page box is measured in, A4 is 595.3 × 841.9 pt
Put the same A4 on US Letter and "fit to page" scales it to 94.07%, because Letter is 17.6 mm shorter

The whole of ISO 216, constructed from three base pairs

SizemmShort (in)Long (in)Area (m²)Long ÷ shortClosed form agrees
A0841 × 118933.11046.8110.9999491.41379yes
A1594 × 84123.38633.1100.4995541.41582yes
A2420 × 59416.53523.3860.2494801.41429yes
A3297 × 42011.69316.5350.1247401.41414yes
A4210 × 2978.26811.6930.0623701.41429yes
A5148 × 2105.8278.2680.0310801.41892yes
A6105 × 1484.1345.8270.0155401.40952yes
A774 × 1052.9134.1340.0077701.41892yes
A852 × 742.0472.9130.0038481.42308yes
A937 × 521.4572.0470.0019241.40541yes
A1026 × 371.0241.4570.0009621.42308yes
B01000 × 141439.37055.6691.4140001.41400yes
B1707 × 100027.83539.3700.7070001.41443yes
B2500 × 70719.68527.8350.3535001.41400yes
B3353 × 50013.89819.6850.1765001.41643yes
B4250 × 3539.84313.8980.0882501.41200yes
B5176 × 2506.9299.8430.0440001.42045yes
B6125 × 1764.9216.9290.0220001.40800yes
B788 × 1253.4654.9210.0110001.42045yes
B862 × 882.4413.4650.0054561.41935yes
B944 × 621.7322.4410.0027281.40909yes
B1031 × 441.2201.7320.0013641.41935yes
C0917 × 129736.10251.0631.1893491.41439yes
C1648 × 91725.51236.1020.5942161.41512yes
C2458 × 64818.03125.5120.2967841.41485yes
C3324 × 45812.75618.0310.1483921.41358yes
C4229 × 3249.01612.7560.0741961.41485yes
C5162 × 2296.3789.0160.0370981.41358yes
C6114 × 1624.4886.3780.0184681.42105yes
C781 × 1143.1894.4880.0092341.40741yes
C857 × 812.2443.1890.0046171.42105yes
C940 × 571.5752.2440.0022801.42500yes
C1028 × 401.1021.5750.0011201.42857yes
Generated on this page by halving and rounding down, and checked size by size against the published dimensions. The last column records a second check: whether taking the base pair straight to ⌊base ÷ 2^(n/2)⌋ gives the same answer as applying the halving rule n times. It does, at all thirty-three sizes and on out to n = 20, which is why this page can use the closed form. Note the areas: A0 is 0.999949 m², not 1, and the aspect is 1.41379, not 1.41421.

North American sizes: named, ANSI and ARCH

SizeInchesmmLong ÷ shortArea (in²)Fits on Letter at
Letter8.5 × 11215.9 × 279.41.294193.5100.0
Legal8.5 × 14215.9 × 355.61.6471119.078.6
Junior Legal5 × 8127.0 × 203.21.600040.0137.5
Half Letter (Statement)5.5 × 8.5139.7 × 215.91.545546.8129.4
Executive7.25 × 10.5184.1 × 266.71.448376.1104.8
Tabloid / Ledger11 × 17279.4 × 431.81.5455187.064.7
ANSI A8.5 × 11215.9 × 279.41.294193.5100.0
ANSI B11 × 17279.4 × 431.81.5455187.064.7
ANSI C17 × 22431.8 × 558.81.2941374.050.0
ANSI D22 × 34558.8 × 863.61.5455748.032.4
ANSI E34 × 44863.6 × 1,117.61.29411,496.025.0
ARCH A9 × 12228.6 × 304.81.3333108.091.7
ARCH B12 × 18304.8 × 457.21.5000216.061.1
ARCH C18 × 24457.2 × 609.61.3333432.045.8
ARCH D24 × 36609.6 × 914.41.5000864.030.6
ARCH E130 × 42762.0 × 1,066.81.40001,260.026.2
ARCH E36 × 48914.4 × 1,219.21.33331,728.022.9
A table, because these are trade conventions and not a series. Cross-checked between papersizes.org and papersizes.io, which agree on all of these; they disagree on Government Letter, so it is not here. Executive is the other trap: it is 7¼ × 10½ in, and at least one widely-cited table prints “7 × 10” in its inch column beside 184.2 × 266.7 mm in its metric one, which are different sheets.

Pixel dimensions at five working resolutions

Sizemm72 ppi96 ppi150 ppi300 ppi600 ppi
A5148.0 × 210.0420 × 595559 × 794874 × 1,2401,748 × 2,4803,496 × 4,961
A4210.0 × 297.0595 × 842794 × 1,1231,240 × 1,7542,480 × 3,5084,961 × 7,016
A3297.0 × 420.0842 × 1,1911,123 × 1,5871,754 × 2,4803,508 × 4,9617,016 × 9,921
A2420.0 × 594.01,191 × 1,6841,587 × 2,2452,480 × 3,5084,961 × 7,0169,921 × 14,031
A1594.0 × 841.01,684 × 2,3842,245 × 3,1793,508 × 4,9677,016 × 9,93314,031 × 19,866
A0841.0 × 1,189.02,384 × 3,3703,179 × 4,4944,967 × 7,0229,933 × 14,04319,866 × 28,087
US Letter215.9 × 279.4612 × 792816 × 1,0561,275 × 1,6502,550 × 3,3005,100 × 6,600
US Legal215.9 × 355.6612 × 1,008816 × 1,3441,275 × 2,1002,550 × 4,2005,100 × 8,400
Tabloid279.4 × 431.8792 × 1,2241,056 × 1,6321,650 × 2,5503,300 × 5,1006,600 × 10,200
Short × long, rounded to the whole pixel. This is the table people actually search for and it is arithmetic on a choice, not a conversion: the resolution is yours, and nothing in ISO 216 has an opinion about it. 96 ppi is here because a CSS inch is defined as exactly 96 px.

A series you can compute, and a series you have to look up

ISO 216 is the rare standard you do not need a copy of. It fixes A0 at 841 × 1189 mm and then defines every other A size by one rule: halve the long side and round down to the whole millimetre. Apply it four times and you get A4 = 210 × 297 mm, which is the published size exactly. Apply it ten times and you get A10 = 26 × 37, also exact. The B series starts from a short side of exactly one metre, B0 = 1000 × 1414, and the C series — the envelopes — from C0 = 917 × 1297, each C size being the geometric mean of the A and B sizes of the same number. That is why a C4 envelope swallows an A4 sheet and a B4 sheet swallows the C4.

The rounding rule is doing real work, and it has one trap. The exact geometry of A0 — a square metre at an aspect of √2 — is 840.896 × 1189.207 mm, and the published 841 × 1189 is that rounded to the nearest millimetre, not down. C0’s exact long side is 1296.84 mm and the published figure is 1297, rounded up again. So you cannot generate the series by flooring the exact geometry: you have to start from the base pairs the standard states and floor from there. Do that and the halving rule and the closed form ⌊base ÷ 2n/2⌋ agree at every one of the thirty-three published sizes, and on out to n = 20. The B series, which might have been expected to misbehave because it is defined by geometric means rather than halving, behaves perfectly: B0’s exact long side of 1414.214 mm floors to the published 1414.

The North American sizes are the opposite kind of thing. Letter, Legal, Tabloid, the ANSI A to E engineering sheets and the ARCH architectural sheets are trade conventions with no geometric relationship, so they are a table and this page treats them as one. The cost of that shows in one row: because ANSI’s aspect ratio is arbitrary, the series alternates between 1.294 and 1.545, and halving an ANSI sheet does not give you the next ANSI sheet. The ARCH series is a little better behaved at 4:3 and 3:2, but no standards body appears to define it at all — ANSI/ASME Y14.1 covers ANSI A to E and stops.

US Letter and A4 are not interchangeable, and the difference is not small. A4 is 210 × 297 mm; Letter is 215.9 × 279.4. A4 is 5.9 mm narrower and 17.6 mm taller, so neither contains the other and there is no orientation in which one substitutes for the other. What “fit to page” then does is scale the whole document by 94.07% to get A4 onto Letter, or by 97.3% the other way — and because that scale is applied to both axes it moves your type size, your margins and your line spacing together. An 11 pt document printed “fit to page” from A4 onto Letter is set in 10.35 pt. This is why a document that has to print correctly in both places is laid out to the intersection: 210 mm wide by 279 mm tall, with margins that absorb the rest.

And the pixel answer, which is the reason this page exists. A paper size has no pixel dimensions until you choose a resolution, so there is nothing to look up: A4 is 2,480 × 3,508 px at 300 dpi, 1,240 × 1,754 at 150, and 794 × 1,123 at 96, which is the CSS reference resolution. If you are choosing that number rather than being handed it, the DPI and print size calculator works out which resolution the job actually needs, and the typographic units converter handles the points and picas a page box is specified in. The figures behind this conversion come from a published table, not a definition, so a different source may give slightly different numbers. The reference below is the one used here.

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Frequently asked questions

What is A4 in pixels?

At 300 dpi, 2,480 × 3,508 px. At 150 dpi, 1,240 × 1,754. At 96 dpi — the CSS reference pixel — 794 × 1,123. At 72 dpi, 595 × 842, which is also A4 in PostScript points, because a point is 1/72 in. There is no single answer: the resolution is a choice you make, and it is the only thing that turns 210 × 297 mm into a pixel count.

Why is A4 210 × 297 mm and not a round number?

Because the series is built backwards from a square metre at an aspect of √2. That makes A0 840.896 × 1189.207 mm, rounded to 841 × 1189, and A4 is that halved four times with each result rounded down: 594 × 841, 420 × 594, 297 × 420, 210 × 297. The √2 ratio is the only one that survives halving, which is the whole idea: two A4s side by side are an A3 of exactly the same shape.

Can I print an A4 document on US Letter?

Only by rescaling. A4 is 5.9 mm narrower and 17.6 mm taller than Letter, so neither fits inside the other. “Fit to page” shrinks the A4 page to 94.07%, which shrinks your type too: 11 pt becomes 10.35 pt. If you can control the layout, set the live area to 210 mm wide by 279 mm tall and it will print unscaled on both.

What is the difference between A4, B4 and C4?

They are three sizes of the same rank, getting bigger: A4 is 210 × 297 mm, C4 is 229 × 324 and B4 is 250 × 353. C is the geometric mean of A and B, which is what makes a C4 an envelope for an unfolded A4 and a B4 an envelope for the C4. A C5 takes an A4 folded once; a C6 takes it folded twice.

Is ANSI B the same as Tabloid?

The same sheet, 11 × 17 in, under two names — ANSI B in an engineering drawing office and Tabloid or Ledger in a print shop. ANSI C is 17 × 22, which is also the basic sheet size bond paper’s weight is measured on, and that is not a coincidence: four Letter sheets come out of it.

Are 2A0 and 4A0 part of ISO 216?

No. ISO 216’s A series stops at A0; 2A0 (1189 × 1682 mm) and 4A0 (1682 × 2378) come from the German DIN 476, which ISO 216 descends from. They also round the other way: 4A0’s exact long side is 2378.4 mm, rounded down to 2378, but 2A0’s is 1681.8 rounded UP to 1682.

How accurate do paper sizes have to be?

ISO 216 allows ±1.5 mm on dimensions up to 150 mm, ±2.0 mm from 150 to 600 mm and ±3.0 mm above 600 mm. That tolerance on A4’s 297 mm side is larger than the 1 mm the rounding rule throws away, which is worth remembering before treating any of these figures as exact for a die line.

Related calculators

References

  1. ISO 216:2007, Writing paper and certain classes of printed matter — Trimmed sizes — A and B series, and indication of machine direction. Copyrighted; no table from it is reproduced here and none is needed. What this page uses is its prose construction, as summarised in Wikipedia’s ISO 216 article (read 26 September 2026): A0 is 841 × 1189 mm, “each successive size … can be cut by halving the length of the preceding size sheet” and “the new measurement is rounded down to the nearest millimetre”; the B series places geometric means between adjacent A sizes with B0’s short side exactly 1 m; the C series are the geometric means of the A and B sizes of the same number. The tolerances quoted are also from that article: ±1.5 mm up to 150 mm, ±2.0 mm from 150 to 600 mm, ±3.0 mm above.
  2. ANSI/ASME Y14.1, Decimal Inch Drawing Sheet Size and Format, the source of ANSI A to E. Copyrighted; the five sizes are cited from Wikipedia’s ANSI/ASME Y14.1 article (read 26 September 2026), which also makes the point this page repeats: because the aspect ratio is arbitrary, the series “has two alternating aspect ratios”, 22/17 and 17/11.
  3. Archtoolbox, Standard Paper Sizes (archtoolbox.com/paper-sizes/, read 26 September 2026), for the ARCH series: ARCH A 9 × 12, B 12 × 18, C 18 × 24, D 24 × 36, E1 30 × 42, E 36 × 48 inches. The ARCH sizes are a North American drawing-office convention rather than a published standard, and no standards body could be found that defines them; that is stated on the page.
  4. papersizes.org, US Paper Sizes, and papersizes.io, US (both read 26 September 2026), used as the two sources the North American table is cross-checked between. They agree on Letter, Legal, Junior Legal, Half Letter, Tabloid/Ledger and the ANSI and ARCH series, and they disagree on Government Letter (8 × 10 against 8 × 10½), which is therefore left off.
  5. letterformat.org, Executive Paper Size Details (read 26 September 2026), giving Executive as 7¼ × 10½ in (184 × 267 mm). Engineering ToolBox’s office-paper table prints “7 × 10” in its inch column beside 184.2 × 266.7 mm in its metric one, which are not the same sheet; the metric figures agree with 7¼ × 10½ and that is the pair used here.
  6. National Institute of Standards and Technology, Refinement of Values for the Yard and the Pound, Federal Register notice of 1 July 1959, which fixed the international inch at exactly 25.4 mm and the avoirdupois pound at exactly 0.45359237 kg. Both exact values are used throughout this batch; every inch-to-millimetre figure here is therefore exact, not approximate.
  7. W3C, CSS Values and Units Module Level 4 (w3.org/TR/css-values-4/ and the editor’s draft at drafts.csswg.org, read 26 September 2026) — a public specification, quoted directly. It fixes 1in = 96px, 1pt = 1/72in, 1pc = 12pt and 1px = 1/96in; defines em as “the computed value of the font-size property of the element on which it is used”, and notes that in the font-size property itself it resolves against the size inherited from the parent; defines rem as “the computed value of the em unit on the root element”; and defines ex as the used x-height and ch as the advance measure of the “0” glyph — both font metrics, which is why this page refuses them. It also gives the fallbacks the spec mandates when those metrics are unavailable: “a value of 0.5em must be assumed” for ex.