20 Pt to Px – Answer and Calculator Tool

20 pt equals 26.6667 px.

When converting points (pt) to pixels (px), the typical standard is that 1 pt equals 1.3333 px. So, multiplying 20 pt by 1.3333 gives you the pixel value. This conversion is based on the standard screen resolution of 96 dpi.

Conversion Tool


Result in px:

Conversion Formula

The formula to convert points to pixels is:

pixels = points × 1.3333

This works because one point is defined as 1/72 of an inch, and screens traditionally use 96 pixels per inch (dpi). So the factor 1.3333 comes from 96 divided by 72.

For example, converting 20 pt:

  • Start with 20 pt
  • Multiply by 1.3333 (which is 96/72)
  • 20 × 1.3333 = 26.6667 px

This means 20 pt is about 26.6667 pixels on a 96 dpi screen.

Conversion Example

  • Convert 10 pt to px:
    • 10 × 1.3333 = 13.333 px
    • So, 10 pt equals 13.333 pixels.
  • Convert 15 pt to px:
    • 15 × 1.3333 = 20.000 px
    • Therefore, 15 pt equals 20 pixels.
  • Convert 25 pt to px:
    • 25 × 1.3333 = 33.333 px
    • That means 25 pt equals about 33.333 pixels.
  • Convert 30 pt to px:
    • 30 × 1.3333 = 40.000 px
    • So 30 pt equals 40 pixels.
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Conversion Chart

Points (pt)Pixels (px)
-5.0-6.6665
0.00.0000
5.06.6665
10.013.3330
15.019.9995
20.026.6660
25.033.3325
30.039.9990
35.046.6655
40.053.3320
45.059.9985

The chart shows how different point values translate into pixels using the 1.3333 multiplier. You can easily find the pixel equivalent by locating the pt value and reading across to see px.

Related Conversion Questions

  • How many pixels are in 20 points on a 96 dpi screen?
  • What is the px value for 20 pt in CSS?
  • Is 20 pt equal to 26.67 px for screen display?
  • How to convert 20 pt font size to pixels?
  • Does 20 pt always convert to the same px value?
  • Why does 20 pt equal 26.6667 px on standard monitors?
  • Can I use 20 pt as 27 px without losing precision?

Conversion Definitions

pt: A point (pt) is a unit of length used in typography and printing, defined as 1/72 of an inch. It’s widely used for font sizes, spacing, and layout in print and digital media, providing a consistent measurement across different devices and resolutions.

px: A pixel (px) is the smallest unit of a digital image or display, representing a single point in a raster graphics system. Pixels vary in physical size depending on the screen’s resolution and density, commonly used to specify dimensions and positions on screens.

Conversion FAQs

Why does 1 pt equal 1.3333 px on screens?

Because points are based on print measurements where 1 pt equals 1/72 inch, and standard screens use 96 pixels per inch, the conversion factor is 96/72 = 1.3333. This ensures that text sized in points appears consistent on screens.

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Can the pt to px conversion change on different devices?

Yes, if a device has a different pixel density (dpi), the physical size of a pixel changes. However, the formula assumes 96 dpi standard, so on devices with higher or lower dpi, the actual pixel count may differ to keep the same physical size.

Is it accurate to round 26.6667 px to 27 px?

Rounding is often done for simplicity, but it can cause slight size differences. For precise layouts, especially in graphic design, keeping the decimal value is better. Web browsers handle fractional pixels but rounding won’t usually cause visible issues.

Can negative point values be converted to pixels?

Mathematically, yes — negative points convert to negative pixels by the same formula. But in practical use, negative sizes don’t make sense for fonts or elements, so negative values are rarely used or valid in layout contexts.

Why do some software tools show different px values for 20 pt?

Some tools may use different dpi settings or rounding methods, causing slight differences. Also, user-configured dpi or scaling factors in operating systems can affect the conversion, making it vary from the standard 1.3333 multiplier.

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About Author

Chara Yadav holds MBA in Finance. Her goal is to simplify finance-related topics. She has worked in finance for about 25 years. She has held multiple finance and banking classes for business schools and communities. Read more at her bio page.