Find Aspect Ratio

Image Aspect Ratios & Crops.

Understand how digital camera sensors, print sizes, and social media layout engines process and crop your images.

Have an image to analyze?

Use the **Image Inspector** tool below to drag and drop your photo. We will immediately extract its true dimensions, compute simplified GCD ratios, and simulate social crops.

Camera Sensors & Native Ratios

The aspect ratio of a digital image begins at the physical camera sensor. Different camera designs capture light in different native aspect ratios:

3:2 Aspect Ratio

The native format for 35mm film cameras, modern full-frame DSLR/Mirrorless cameras, and APS-C crop sensors. It is highly optimized for landscape and horizontal composition.

4:3 Aspect Ratio

Used by Micro Four Thirds cameras, medium format digital systems, and the vast majority of smartphone camera sensors (like iPhones).

1:1 Square Format

Popularized by medium format Rolleiflex film systems and later adopted globally by Instagram as its original digital branding signature.

Why Social Media Crops Matter

When you upload an image to platforms like Instagram, Twitter, or Pinterest, their layout engines attempt to fit the file inside rigid column feeds. If your image's aspect ratio falls outside their boundary guidelines, the platform will automatically crop your photo.

For example, Instagram post feeds support a maximum vertical shape of 4:5. If you upload a vertical 9:16 image (like a screenshot), the top and bottom of your photo will be cut off in the main grid feed.

Understanding these crops allows creators to compose images with critical visual elements centered inside the "safe zones" to avoid losing detail.

Interactive Crop Simulator.

Lock Aspect Ratio
Decimal Ratio: 1.78:1 GCD Status: 120
Live Shape Visualizer
16:9
1920 × 1080
RESOLVER TV
findaspectratio.com
* Note: Float values like 19.5:9 (modern phones) are fully supported and will not be truncated. Lock aspect ratio keeps the dimensions locked together.
Social Media Cheat Sheet

Standard Platform Dimensions.

A comprehensive database of social media asset sizes, dimensions, and standard aspect ratios. Use the search field below to instantly filter entries.

Platform Asset Type Recommended Pixels Aspect Ratio Required Fit
Instagram Square Post 1080 × 1080 px 1:1 Standard Grid Feed
Instagram Portrait Post 1080 × 1350 px 4:5 Recommended Feed Size
Instagram Reels / Stories 1080 × 1920 px 9:16 Vertical Fullscreen
YouTube Standard Video 1920 × 1080 px 16:9 Full HD standard (1080p)
YouTube Thumbnail 1280 × 720 px 16:9 Max file size 2MB
YouTube Shorts Video 1080 × 1920 px 9:16 Vertical format
TikTok Video 1080 × 1920 px 9:16 Native fullscreen view
TikTok Profile Photo 200 × 200 px 1:1 Rendered as circle
Twitter / X Landscape Post 1600 × 900 px 16:9 Best for feed display
Twitter / X Square Post 1080 × 1080 px 1:1 Renders fully in feed
Pinterest Standard Pin 1000 × 1500 px 2:3 Optimized for vertical feed
LinkedIn Profile Banner 1584 × 396 px 4:1 Aspect ratio exactly 4:1
The Math Engine

How Aspect Ratio is Calculated.

An aspect ratio represents the proportional relationship between a shape's width and its height. Mathematically, it is written as a simplified fraction quotient of $W:H$.

If you have a set of pixel dimensions ($Width \times Height$) and want to determine their simplest integer aspect ratio, you must find the **Greatest Common Divisor (GCD)** of both numbers and divide each dimension by it:

Ratio Width = Width ÷ GCD(Width, Height)
Ratio Height = Height ÷ GCD(Width, Height)

For instance, for a standard Full HD display size of 1920 × 1080 px, the Greatest Common Divisor is 120:

1920 ÷ 120 = 16
1080 ÷ 120 = 9
Result = 16:9
euclidean-gcd.js
function calculateGCD(width, height) {
  width = Math.abs(width);
  height = Math.abs(height);
  
  // Euclid's subtraction algorithm
  while (height) {
    const temp = height;
    height = width % height;
    width = temp;
  }
  return width;
}
 
// Example Usage:
const gcd = calculateGCD(1920, 1080); // returns 120
Our codebase implements an advanced version of this classical Euclidean loop, capable of parsing floating-point numbers like 19.5:9 or 2.39:1 by dynamic multiplier shifts prior to computing modulo residues.