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Is this possible?


There

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So, basically, there are 256x256x256 = 16,777,216 different colors that a single pixel can display. On a 1920x1080 monitor, you have 2,073,600 pixels. So, there are 34,789,235,097,600 different pixel color combinations your screen can display, right? Does this mean that it would be possible to store a 1080p picture in just 14 digits? It would obviously be pretty complicated to decompress (I guess it was compressed) this image, but would it be possible? 

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A single pixel would be 24 bits of data, so 2^24, or 16,777,216 combinations

 

On a 1920x1080 monitor, you have 2,073,600 pixels

 

so, from there

 

there are (2^24)^2,073,600 combinations your computer can display

 

AKA, 1.500416922648713659562119353861314698489596010100536... × 10^14981179 combinations

 

 

Short answer: no

 

lern2math&datatheory

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A single pixel would be 24 bits of data, so 2^24, or 16,777,216 combinations

 

On a 1920x1080 monitor, you have 2,073,600 pixels

 

so, from there

 

there are (2^24)^2,073,600 combinations your computer can display

 

AKA, 1.500416922648713659562119353861314698489596010100536... × 10^14981179 combinations

 

 

Short answer: no

 

lern2math&datatheory

Yep. I screwed up.

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