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ⓘ How accurate is this? β€” click to expand

This calculator uses user-provided diagonal size and aspect ratio. Results are geometric calculations only β€” they cannot detect the actual bezel size or measure the true viewable area of your specific display. Manufacturer-listed diagonal sizes are sometimes rounded.

Monitor Dimensions Calculator & Computer Screen Size Calculator

💡 Key Takeaway: Screen size is measured diagonally, but the actual width and height depend on the aspect ratio. A 27-inch 16:9 monitor has a viewing area of about 23.5" x 13.2" (311 sq in). Use this monitor dimensions calculator (which also acts as a computer screen size calculator) to determine exact physical dimensions.

Whether you are setting up a home office, configuring a multi-display desk, or planning a wall mount, knowing the exact screen width and height of your display is crucial.

Using a reliable monitor dimensions calculator makes it easy to find these values. By entering a few basic specifications, you can instantly convert diagonal inches into real-world physical dimensions.

Our free online computer screen size calculator and monitor size calculator support standard, ultrawide, and custom aspect ratios. This tool helps you quickly evaluate screen real estate, surface area, and footprint options before buying a display.

πŸ“Š Monitor Size Calculator

Enter the diagonal size and select an aspect ratio to calculate the exact width, height, and area.

Width
23.53
59.8 cm
Height
13.23
33.6 cm
Area
311.3
sq inches
Diagonal
27.0
inches

How screen size calculations work

Calculating display dimensions from a diagonal measurement relies on simple geometry. The physical size of a monitor is governed by the Pythagorean theorem (aΒ² + bΒ² = cΒ²).

If you know the diagonal screen size and the aspect ratio, you can calculate the exact physical screen width and height using basic trigonometry:

This formula applies to standard 16:9 widescreen displays, ultrawide 21:9 monitors, and old-school 4:3 CRT screens.

πŸ’‘ Quick Formula: For 16:9 screens, width β‰ˆ diagonal Γ— 0.8716 and height β‰ˆ diagonal Γ— 0.4903. For 21:9 ultrawide, width β‰ˆ diagonal Γ— 0.9192 and height β‰ˆ diagonal Γ— 0.3939.

Common screen sizes reference table

Here are the calculated dimensions for popular monitor and TV sizes at standard aspect ratios:

Diagonal Aspect Width (in) Height (in) Width (cm) Height (cm) Area (inΒ²)
13.3"16:911.596.5229.416.675.6
13.3"16:1011.287.0528.717.979.5
15.6"16:913.607.6534.519.4104.0
15.6"16:1013.248.2733.621.0109.5
24"16:920.9211.7753.129.9246.2
27"16:923.5313.2359.833.6311.3
27"16:1022.9014.3158.236.3327.7
32"16:927.8915.6970.839.8437.6
34"21:931.2513.3979.434.0418.4
49"32:945.5612.81115.732.5583.6
55"16:947.9426.96121.868.51292.5
65"16:956.6531.87143.980.91805.4

Why screen dimensions matter

The physical size of a display affects nearly every aspect of your daily usage. A larger screen with a lower resolution has low pixel density (PPI), making text and images appear pixelated at close range. Conversely, a smaller screen with high resolution delivers crisp images but might require display scaling to keep text readable.

Using a dedicated monitor size calculator is highly recommended when planning multi-monitor desks. It ensures proper alignment by calculating the exact physical screen width and height of different panels beforehand.

Ultrawide (21:9) and super-ultrawide (32:9) monitors typically match the height of standard 16:9 screens in smaller classes. Knowing this lets you configure fluid side-by-side setups without vertical screen misalignment.

Viewing distance and screen size

For comfortable viewing, the ideal screen size depends on how far away you sit. A common recommendation is that the display should fill roughly 30 to 40 degrees of your field of vision.

For standard desk setups, a 27-inch monitor is ideal for a 24-inch viewing distance. For living room TV viewing from 6 to 10 feet away, larger displays in the 55 to 75-inch range work best.

Aspect ratio considerations

Identical diagonal sizes yield very different physical footprints depending on their aspect ratios. For example, a 27-inch 16:10 monitor has about 5% more total surface area than a 27-inch 16:9 display.

A 34-inch 21:9 ultrawide has about 34% more viewing area than a 27-inch 16:9 screen. When comparing options, always look at the physical width and height rather than relying solely on the diagonal measurement.

Frequently asked questions

How do I calculate screen dimensions from diagonal size?
For a 16:9 screen, use: width = cos(atan(9/16)) × diagonal, height = width × 9/16. For a 27-inch 16:9 monitor, the width is approximately 23.5 inches and the height is approximately 13.2 inches. The formula works for any aspect ratio by substituting the ratio values.
What is the standard aspect ratio for monitors?
16:9 is the most common aspect ratio for modern monitors and TVs. Other common ratios include 16:10 (frequently used in laptops for extra vertical space), 21:9 (ultrawide monitors for engaging gaming and productivity), and 32:9 (super ultrawide, equivalent to two 16:9 monitors side by side).
How do I measure screen size?
Screen size is measured diagonally from one corner of the display to the opposite corner. This measurement does not include the bezel or frame, only the actual viewable display area. For example, a 27-inch monitor measures approximately 27 inches from the bottom-left corner to the top-right corner of the screen.
What is the best PPI for a monitor?
For desktop monitors, 100-110 PPI is considered the sweet spot, offering a good balance between sharpness and readability without requiring scaling. Laptops typically use higher PPI (150-220) since they are viewed from closer distances. For example, a 27-inch 1440p (2560x1440) monitor has about 109 PPI, while a 15.6-inch 1080p laptop has about 141 PPI.
Does a bigger diagonal always mean a bigger screen area?
Not always, as the aspect ratio significantly affects the total area. A 32-inch 16:9 monitor has about 438 sq in of area, while a 34-inch 21:9 ultrawide has about 418 sq in despite having a larger diagonal. Wider aspect ratios have less height relative to their width, which can result in a smaller total area for the same diagonal measurement.