Typos

2023-12-09 18:17:22 -08:00
parent a5362a2eb9
commit 6a5e02a8ac
27 changed files with 36 additions and 33 deletions
--- a/Advanced/Quotient
+++ b/Advanced/Quotient
@ -103,7 +103,7 @@ Show that every element of $A$ is in \textit{exactly one} equivalence class\foot

 We now have a proper definition of \say{mod $n$:} \par
 it is the equivalence relation $a \equiv_n b$, which is usually written as $a \equiv b \pmod{n}$. \par
-We will use this definition thoughout this handout.
+We will use this definition throughout this handout.

 \note[Note]{
 	This is different than the \say{mod} operator $a ~\%~ b $,