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CPU vs GPU: Why Large Language Models Need GPUs — What Really Happens After You Press Enter?

uttesh 2026年07月08日 11:34 2 次阅读 来源:Dev.to

The moment you press Enter, billions of mathematical operations begin. Let's follow that journey. Every day, millions of people ask ChatGPT, Gemini, Claude, or other AI assistants questions. The answer appears almost instantly. But have you ever wondered what actually happens after you press Enter? Why can't a normal CPU answer these questions quickly? Why do companies spend billions on GPUs? Let's take a journey from your keyboard to the AI's brain. Imagine This... Suppose your office receives 10,000 letters. You have two choices. Option 1: One super-fast employee He opens one letter after another. Very fast. But still... One at a time. This is a CPU. Option 2: 10,000 employees Each opens one letter simultaneously. The work finishes almost instantly. This is a GPU. The difference isn't that each employee is smarter. There are simply many more workers working together. CPU vs GPU Think of it like this. CPU = CEO making decisions. GPU = Thousands of factory workers building products simultaneously. Why CPUs Are Amazing Your CPU performs tasks like Opening Chrome Playing music Running Windows Calculating taxes Managing memory Running applications These jobs require decisions branches conditions interrupts This is logical thinking. CPUs are built for this. Why GPUs Exist Originally GPUs were invented for games. Imagine rendering one image. A 4K monitor contains over 8 million pixels. Each pixel needs calculations. Every frame. 60 times every second. Instead of calculating one pixel at a time... GPU calculates millions together. Gaming accidentally created the perfect hardware for AI. AI Doesn't Think Like Humans LLMs don't "think" in English. They perform mathematics. Lots of mathematics. Almost everything inside an LLM becomes... Matrix × Matrix Vector × Matrix Addition Multiplication Normalization Softmax That's all mathematics. Billions of times. Why Matrix Multiplication Matters Imagine two tables. Table A 1 2 3 4 5 6 7 8 9 Multiply with Table B 2 4 6 8 1 3 Every n

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