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Lesson 3 of 10

How big is a model?

What “7B” or “35B-A3B” means, and how size turns into gigabytes.

4 min · you’ll learn

  • What parameters are
  • How to estimate a model’s size
  • Why MoE models are fast
1

“7B” means 7 billion parameters

A model is made of parameters: billions of numbers it learned during training. The “B” in a name like Qwen3.5 9B is how many billions it has.

More parameters usually means a smarter model, and always means a bigger, slower one.

Think of it like this

Parameters are like the knowledge in a library. A bigger library knows more, but it takes up more space and longer to search.

2

From parameters to gigabytes

At full precision every parameter takes 2 bytes. So a quick rule: full-size model ≈ parameters × 2 GB. Shrunk to the usual 4-bit version (next lesson), it’s roughly parameters × 0.6 GB.

Typical download size at 4-bit (Q4)

  • 4B modelphones, any laptop≈3 GB
  • 9B model8–16 GB computers≈6 GB
  • 27B model32 GB+≈17 GB
  • 70B model64 GB+≈42 GB
16 GB computer
up to ~9B
comfortably
32–48 GB
~27–32B
the sweet spot
64 GB+
70B and up
big models
3

Mixture of Experts: big, but fast

Some models are split into many smaller “experts”. For each word, a router picks just a few of them to do the work. These are called MoE models.

Writing:Thecatsatonthemat
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Memory holds all 16 experts.

Speed depends on the 2 that work per word.

Simplified: real MoE models have many more experts, chosen again in every layer.
4

Reading names like “35B-A3B”

MoE names show two numbers: 35B-A3B means 35 billion parameters in total, about 3 billion active for each word.

  • Memory follows the total (35B): it needs as much room as any 35B model.
  • Speed follows the active part (3B): it writes almost as fast as a tiny 3B model.

That makes MoE models a great match for Macs and other unified-memory machines: lots of room, moderate speed.

Remember this

Size (B) tells you how much memory a model needs. For MoE models, the active part (A…B) tells you how fast it will be.

Which will usually write faster on the same computer?

Up next · lesson 4

Quantization: shrinking models

How a model gets 3–4× smaller with only a small loss in quality.