What size images do I need for common print sizes, such as wallet size, 8x10, and 16x20? Is there a general formula?

How could that size change if, for example, a 16x20 was printed on canvas rather than photopaper?

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    \$\begingroup\$ See also @jrista's answer to a related question here: photo.stackexchange.com/questions/1715/… \$\endgroup\$
    – mattdm
    Commented Feb 22, 2011 at 17:28
  • \$\begingroup\$ For any of the answers given, canvas prints need less resolution due tot he texture of the canvas itself being a limiting factor to some extent. You simply cannot get a really sharp image on canvas, but the size usually makes up for that. \$\endgroup\$
    – Steve Ives
    Commented Jul 25, 2023 at 7:28

7 Answers 7


There are some general rules you can use to determine the "maximum" (I use that term loosely) print size. Keep in mind that the quality of a print is often more dependent on what is being printed than its size in megapixels, and even if your image size is not dense enough to mathematically fit onto a certain page size, you can still blow most images up pretty large without significant or noticable loss in quality.

Anyway, as a general formula:

$$ \begin{align} \frac{\text{width}\,[pixels]}{\text{print resolution}\,[px\ per\ inch]} &= \text{print width}\,[inches] \\ \frac{\text{height}\,[pixels]}{\text{print resolution}\,[px\ per\ inch]} &= \text{print height}\,[inches] \\ \end{align} $$

Screen/camera pixels do not directly translate to print pixels (PPI, pixels per inch), so you need to translate your image pixel size into a print size by dividing your screen pixel sizes by the PPI of your print. Assuming you have an 8mp camera, your image sizes are likely to be around 3200 x 2400 or so. If you print at the native "photo quality" PPI of an Epson printer of 300ppi, you would end up with the following:

$$ \begin{align} 3200\text{ px}\,/\,300\text{ ppi} &= 10.7'' \\ 2400\text{ px}\,/\,300\text{ ppi} &= 8'' \end{align} $$

That boils down to an 8.5" × 11" print at full resolution without any loss of quality or resolution in the translation between screen and print. However, this is not a general rule for print quality... it is simply a rule for ascertaining the lossless print size for a given image size. You could still blow up your 8 MP photo and print it at 11×16, or 13×19, and still have a good print.

You can use this formula in reverse as well, to determine the screen pixel size your image would need to be to be for a particular paper size:

$$ \begin{align} \text{print width}\,[inches] \times \text{print resolution}\,[px\ per\ inch] &= \text{width}\,[pixels] \\ \text{print height}\,[inches] \times \text{print resolution}\,[px\ per\ inch] &= \text{height}\,[pixels] \end{align} $$

Using this, you could determine what size image you would need for a 2×3 inch print:

$$ \begin{align} 2'' \times 300\text{ ppi} &= 600\text{ pixels} \\ 3'' \times 300\text{ ppi} &= 900\text{ pixels} \end{align} $$

There are other things you can do with your image to improve its quality when printed. Sharpening an image before printing, assuming you do so with the proper care, can improve the quality of your printed copies. It is also possible to use image editing software, such as Photoshop or QImage, to digitally blow up your image to a higher resolution, perform some post process sharpening, and print at even larger sizes.

Beyond this relatively simple explanation, the discussion of how to translate a photo image to its printed paper size is a relatively complex topic. It is possible to print at a variety of PPI, from as low as 100 to as high as 480 or higher. The PPI you choose to print at, the size of your image, and the quality of the algorithms you may have used to scale your image up or down, the texture, brightness, thickness, and color of your paper, and the kind of printer all determine how good a photo looks when printed.

  • \$\begingroup\$ Fpr photographic prints (Not offset comercial print) a good resolution is 200 ppi or 150. 200 ppi on a photo print has more final resolution than one in a normal magazine. \$\endgroup\$
    – Rafael
    Commented Feb 5, 2016 at 18:18
  • \$\begingroup\$ Magazines have very low resolution in the grand scheme of things, and personally, most magazine images look very grainy to me. I would call 200ppi too low for a decent photographic print unless your printing quite large. For smaller prints, stuff that might be held and viewed closer, you want much higher resolution than 200ppi. See: photo.stackexchange.com/questions/1715/… \$\endgroup\$
    – jrista
    Commented Feb 5, 2016 at 18:44

I'm going to sort of disagree with all the other answers that talk about DPI or PPI rules of thumb, and suggest two different 'rules' (based on PPD, from another answer of mine)

Rule 1 — The 'Retina' rule

(aka the Pixels-Per-Degree (PPD) / 'better than your eye can see' rule)

This comes pretty much straight from Apple's Retina display designs, the idea being that our eye can resolve some number of pixels per degree, so the resolution of the image/print must be taken in consideration with the intended viewing distance.

In short, Apple suggest a minimum 53 PPD, others suggest up to 100 (especially if your vision is better than 20/20).

You can easily calculate one of PPD, PPI and viewing distance (d) based on the other two:

$$ \begin{align} PPD &= d \cdot PPI \cdot 2\tan(\pi/360) &&\approx d \cdot PPI \cdot 0.01745 \\ PPI &= \frac{PPD}{d \cdot 2\tan(\pi/360)} &&\approx \frac{PPD}{d \cdot 0.01745} \\ d &= \frac{PPD}{PPI \cdot 2\tan(\pi/360)} &&\approx \frac{PPD}{PPI \cdot 0.01754} \end{align} $$

You may have a constrained PPI (if already printed), a constrained viewing distance (based on the intended usage or space limitations) and/or a PPD you're trying to achieve (e.g. 75 to pick an arbitrary value between 53 and 100). Note that larger viewing distances than the \$d\$ calculated are OK, it's just going closer that will allow viewers to 'see the pixels'.

If you're asking this question well ahead of time, you can choose your PPD (and I suggest you pick at least 53, and anything beyond about 100 is wasted effort), and based on your viewing distance determine the required PPI. This either tells you the maximum print size (if your camera resolution is the limiting factor) and/or the required image resolution from your camera/photographer.


Anything hand-held may be viewed as close as about 15cm (~6"), though more likely about 25cm (10"), so for 75 PPD you'd want 430 PPI (10"), but even at 300 PPI you're getting ~52 PPD at 25cm (10"). If it's really for close-up viewing (or magnified viewing) you're going to want to go well beyond 300 PPI (and you'll have to work out the effects of any magnification to achieve a suitable PPD).

Anything framed or wall-mounted is more likely to be viewed at 50cm (20") to 2m (80"), so for 75 PPD you'd want about 215 PPI to 55 PPI respectively.

A billboard could be designed for viewing from 10m (33') away, so 75 PPD would require a mere 11 PPI for the print (go and look at a billboard or really large poster advertisement close up some time, the photo's 'pixels' are often clearly visible and several mm wide).

Rule 2 — The '45' rule

(aka the 'Comfortable viewing distance' / 'yes, your camera is good enough' rule)

This is a simplification of the first rule, which applies to any image that you will only view in its entirety. That is, you're not getting in closer to see detail (like you might in a big group photo, a huge panorama, a magazine product photo, etc). This can be anything from a framed photo up to an enormous billboard, and wall/gallery-hung prints in between. For most people, I think this would apply to most of their images.

The basic idea is that you are going to view the image as a whole, so the bigger it gets the longer the viewing distance. I'm going to define the 'Comfortable Viewing Distance' as "the distance at which the image fits within a 45º field-of-view", which happens to be about the same as the field of view of a 45mm lens on a 35mm/full-frame camera (and is vaguely similar in some ways to the FoV of your eye).

It's an arbitrary number, and you can adjust accordingly, though if you have a specific context or space in mind, you're probably using the first rule anyway (after all this is just a simplified version for a specific use case).

Since the required PPI is linearly dependent on the viewing distance, and the viewing distance is linearly dependent on the size of the image, and the size of the image is dependent on the resolution and PPI... the PPI ends up cancelling out and you can just work out a required resolution given your desired PPD and FoV angle (I've picked 45).

For an angle of \$\theta\$ (degrees), this ends up being simply:

$$ \text{Pixel dimensions} = \text{desired PPD} \times \theta $$

Again, useful PPD ranges are 53–100, and useful viewing angles might be 20º–60º (even 60º you're not really seeing the whole image anymore, so go back to rule 1).

So for the our arbitrary 75 PPD requirement and 45º viewing angle, we'd want an image that's about 3400 pixels wide (2250x3375 ~ 8 megapixels)—always.

The image resolution required is static, if the viewing angle is fixed.

For Apple's lowest Retina PPD of 53, this could be as low as ~1600x2400 (~4MP) and for the higher 100 PPD requirement, you'd need ~3000x4500 (~14MP). Even that isn't a very high resolution in today's cameras (my old 450D does 12MP).

And that's why some argue that some specific (and often quite low) resolution is plenty for just about any purpose (meaning purposes where the image is viewed as a whole, from whatever distance makes sense to do so for the size of the print).

I have a poster-sized print made from a 6MP photo (from my old 450D, which for some reason I was shooting at half-resolution JPEGs) but you'd never notice is printed at "only" ~75 DPI, because its mounted on the wall and there's no reason to get up close and personal with it (other than to pixel peep). It's mostly viewed at 1–2 metres (3–7') so works out to about 53–107 PPD.

In defense of minimum DPI/PPI rules

Ok so as much as I dislike hard DPI/PPI rules, the other side of the coin which is certainly still valid is that especially high print resolutions (e.g. in glossy magazines/brochures) add a sense of quality/precision that goes beyond simply not seeing pixels at the expected viewing distance. The viewer may not be looking closer at individual photos to see their detail, but instead may be looking closer at the magazine/brochure itself (not necessarily intentionally) and become aware of the print quality (or lack thereof).

Also if your viewers are pixel peepers.

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    \$\begingroup\$ After writing all that, I saw this from @jrista, which covers plenty of the same material (he is effectively using the same concepts with 60 or 87 PPD for 20/10 or 20/20 vision respectively). \$\endgroup\$ Commented Mar 20, 2014 at 5:09
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    \$\begingroup\$ The interesting result here is that in many cases the "best" resolution for printing doesn't depend on the size of the final print, since bigger prints are seen at proportionally bigger distances. Most of the time you choose a PPD value that is good for your needs, and then calculate the actual resolution to use for your image to print, regardless of the size of the print. \$\endgroup\$
    – gerlos
    Commented Jul 13, 2017 at 15:33

The information above is quite good, so I won't try to compete, but here is a nice infographic:


The boxes are the number of megapixels for a print of the size in inches according to the scales on the axes. This is at 300ppi, which is a standard for the print resolution of many images.

This great graphic comes from an article at D215.

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    \$\begingroup\$ It is said that we tend to adjust the viewing distance until the image subtends a viewing angle about 60 deg. (very useful graphic btw) \$\endgroup\$
    – labnut
    Commented Apr 10, 2011 at 22:49
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    \$\begingroup\$ What are the units on the axes? \$\endgroup\$ Commented Apr 11, 2011 at 3:41
  • \$\begingroup\$ @drfrogsplat Inches apparently. \$\endgroup\$
    – Cole Tobin
    Commented Jan 7, 2015 at 6:51
  • \$\begingroup\$ The same. You can use 200 ppi on a photo print. \$\endgroup\$
    – Rafael
    Commented Feb 5, 2016 at 18:19
  • \$\begingroup\$ Those are not standard print sizes in inches. \$\endgroup\$
    – Michael C
    Commented Jan 8, 2022 at 22:31

jrista has the start of the formula, and it covers images viewed at arm's length quite well. But that 'conventional wisdom' devolves into unreasonable numbers as soon as you get to anything "big", say even a 16x20... requiring 5-6000 px. And if you hit poster size, say 30x40... 9000x12000... 108 MPix?!

When you're talking about really big prints, it's important to realize that the vast majority of folks want to view the entire image, they're going to stand back far enough that they can see the whole thing comfortably. At that distance, the human eye can't resolve 300ppi density. So you can easily decrease the density when you start getting bigger and bigger. You can find lots of discusion about the fidelity of the human eye and it's relation to viewing distance and quality of images if you google for "apple retina display arc second", in particular, this article is a great intro to the concept.

Many print vendors use this same reasoning to set their minimum print resolutions for larger print sizes, at SmugMug our minimum values take this into account. (disclaimer in case it wasn't obvious, I work for SmugMug.) That's not saying you should print at those sizes, just saying that we won't let you print anything smaller.

As an example, I have a 30" wide shot that's printed at a mere 100 ppi density. (roughly, the file is like 3123px wide or so.) Being 30" wide, folks don't hold it at arms distance to view it... they tend to stand 3 or 4 feet away and look at it on the wall. No one comments on the resolution. The exception is a couple of photographers that have seen it... and then it's only after they've stepped back to enjoy the scene that they step up close, like a couple inches away, and look at the image in a few key places to spot check the focus. On the bell curve of viewers, those folks are way way way outside the norm.


The big problem you have here is that your aspect ratio is wrong. A0 (or any other A size paper) has an aspect ratio of 1:sqrt(2) or 1:1.414 or so. Your image has an aspect ratio of 2048/1152 = 1.777. You're going to have to decide whether to crop your image, or print it "letterboxed".

Other than that, see the question linked by mattdm.


300 pixels per inch (118 pixels per cm) is safe for standard photos, assuming you are not going to look at them with a magnifying glass. If you are very picky, go for twice larger 600 ppi.

The formula (for 300 ppi): size in pixels = size in centimeters * 118.

Example: 8x10 centimeters format. 8 * 118 = 944 pixels. 10 * 118 = 1180 pixels. So you need 944x1180 pixels photo to get it looking good. This number of pixels has a typical HD TV or better smartphone. Think it will be squeezed into 8x10 size.

1200 pixels per inch look great in professional print, as you can see every tiny detail. File sizes are huge for larger paper formats.

Very large prints, such as art or street advertisement meant to be viewed from far away, do not benefit from such high resolutions above. They can literally have pixels visible when looked close, but look great 10 meters away.

  • \$\begingroup\$ The Library of Congress claims 400 dpi is as high as you need to go: blogs.loc.gov/thesignal/2013/07/…. I'd need a citation to believe that magazines are printed at 1200 ppi. \$\endgroup\$ Commented Feb 3, 2018 at 0:05
  • \$\begingroup\$ Sure you are right. This is my experience. 1200 is great if there are high contrast fine lines in the print, or printing passport photos. 300 ppi -> 1200 ppi is only 4x pixel density increase, but it really makes a difference visually. \$\endgroup\$ Commented Feb 3, 2018 at 0:32

Most printers print in 300 dpi.

If you use Photoshop you can go to Image --> "Image Size" --> uncheck "Resample Image" and then change the Resolution to 300 dpi (pixels/inch).

Then the you will see maximum Width and Height in cm (or inches) that you can print this image without resizing it.

If you want to print on canvas then you will probably use the same size as for photopaper (if the canvas printer will print in 300 dpi) but for canvas print you probably will need to sharpen the image more than for ordinary photopaper.

If you want to print 8x10 at 300 dpi then you will probably need an image that is 2400 pixels (width) x 3000 pixels (height).

For 16x20 at 300 you will need image that is 4800 pixels (width) x 6000 pixels (height).

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    \$\begingroup\$ Your numbers aren't even close to the results I'm seeing. Will a 28.8MP(!) image really be required for a 16x20? I've printed them from as low as 5MP. \$\endgroup\$
    – Roger Pate
    Commented Jul 22, 2010 at 11:56
  • \$\begingroup\$ What numbers are you seeing? It didn't say required but if you are printing from 5MP camera 16x20 inch print then you are resizing the file and that will always affect the quality but sometimes that doesn't matter at all. If the original image file is good (in focus, low noise, etc.) then you should still be able to get a good 16x20 print. The numbers I am referring to are so you don't need to resize the image file. \$\endgroup\$
    – Imageree
    Commented Jul 22, 2010 at 20:18
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    \$\begingroup\$ Printers print at PPI, not DPI. DPI is the number of single ink dots that can be laid down in an inch. In some printers (i.e. dye sub) this may be the same, however in many they are different. For example, in with ink jet printing, many colored dots are required to print a single pixel. Most ink jet printers print at a baseline 2400x1200 dpi (although this may vary between brands), with a native resolution at around 600ppi or 720ppi. When you print, you are generally choosing the PPI, which should evenly divide into the native PPI (i.e. 300ppi divides evenly into 600ppi.) \$\endgroup\$
    – jrista
    Commented Sep 7, 2010 at 4:57
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    \$\begingroup\$ 150PPI is fine for a big print to hang on the wall (I've made a 100x70 cm print like this). That's a 7Mp image for 16x20 image which means that Roger's 5Mp image got marginally resized in the process, rendering an acceptable result. \$\endgroup\$ Commented Jan 10, 2013 at 16:08

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