Posting regularly on social media is great but posting awesome pictures is even better. In this article, I am going to mention a few photography composition rules that may help you when creating your next social media post. So, let’s get into it.


Using the golden ratio/rule of thirds

Some of you may have already heard of these composition principals. Basically, they are mathematical rules that are used in order to create an aesthetically pleasing image. The way this happens is by overlaying these ratios onto an image and make the lines and crosses overlay with the most interesting parts of the image. (Eyes, Walls of Buildings, etc.) This method is being used by photographers all over the world in order to create a visually pleasing composition.

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