pixel (X) to pica (computer)
Please provide values below to convert pixel (X) to pica (computer), or change ↔.
pixel (X)
Definition: Pixel (X) refers to the horizontal unit of measurement for display screens, where each pixel represents a single point of color on a screen.
Historyandorigin: The concept of a pixel comes from early computer graphics technology, and it has evolved as screen resolutions have increased over time.
CurrentUse: Pixels are the fundamental unit of measurement for digital images and displays, used to represent images, text, and interface elements in screens and graphics.
funfact: Screen resolution is often given in pixels, such as 1920x1080, which means 1920 pixels horizontally (X) and 1080 vertically (Y).
pica (computer)
Definition: The pica (computer) is a typographic unit of measurement, equal to 1/6 of an inch or approximately 4.233 mm, commonly used in digital typography.
Historyandorigin: The pica was historically used in printing as a unit for measuring type sizes. The computer version standardizes this unit for digital fonts.
CurrentUse: Picas are still used in computing for typesetting and digital design, particularly in print layout software and graphic design.
funfact: In digital typography, picas help designers calculate line lengths and margins with precision.
pixel (X) to pica (computer) Conversion Table
| 1 pixel (X) | 0.0625 pica (computer) |
| 2 pixel (X) | 0.125 pica (computer) |
| 3 pixel (X) | 0.1875 pica (computer) |
| 5 pixel (X) | 0.3125 pica (computer) |
| 10 pixel (X) | 0.625 pica (computer) |
| 50 pixel (X) | 3.125 pica (computer) |
| 100 pixel (X) | 6.25 pica (computer) |
| 1000 pixel (X) | 62.5 pica (computer) |
| 10000 pixel (X) | 625 pica (computer) |
| 100000 pixel (X) | 6250 pica (computer) |
| 1000000 pixel (X) | 62500 pica (computer) |
How to Convert pixel (X) to pica (computer)
1 pixel (X) = 0.0625 pica (computer)
1 pica (computer) = 16 pixel (X)
we use cross multiplication method
pixel (X) → pica (computer)
1 → 0.0625
1.5 → ?( suppose x)
=>1.5*0.0625=1*x
by simplifying
x=0.09375