Associative
Matrix Multiplication: 10 of 16
In this chapter you will practice regrouping a chain of products to see that (A · B) · C equals A · (B · C). The grouping you pick changes the work along the way but never the final result. That freedom is what lets you fuse or reorder the matmuls in a model for speed.
The rest of the chapter (Page 155 ~ 163) and the solutions are available to AI by Hand Academy members. You can become a member via a paid Substack subscription.




