Clear up ambiguities

2 files changed, 2 insertions, 2 deletions

diff --git a/doc/arithmetic.md b/doc/arithmetic.md
index ee93b984..feb97083 100644
--- a/doc/arithmetic.md
+++ b/doc/arithmetic.md
@@ -151,7 +151,7 @@ BQN uses the six standard comparison functions of mathematics. For each pair of
 | Greater Than             | `>`   | 0 | 0 | 1 | Data
 | Greater Than or Equal to | `≥`   | 0 | 1 | 1 | Data
 
-The *ordered* comparisons `≤<>≥` are defined on numbers and characters (and arrays, by pervasion); they give an error for operation or namespace arguments. They order numbers as you'd expect, and characters by their code points. A character is considered greater than any number, even if it's `∞`.
+The *ordered* comparisons `≤<>≥` are defined on numbers and characters (and arrays, by pervasion); they give an error for operation or namespace arguments. They order numbers as you'd expect, and characters by their code points. A character is considered greater than any number, even `∞`.
 
         3‿4‿5‿6 ≤ 5
 
diff --git a/doc/enclose.md b/doc/enclose.md
index 6e54e12f..abefbc07 100644
--- a/doc/enclose.md
+++ b/doc/enclose.md
@@ -87,7 +87,7 @@ Table isn't the only mapping function that gets along well with units. Here's an
 
         =‿≠‿≡‿≢ {𝕎𝕩}¨ < 3‿2⥊"abcdef"
 
-The function `{𝕎𝕩}` applies its left argument as a function to its right; we want to apply the four functions Rank, Length, [Depth](depth.md), and [Shape](shape.md) to a single array. Each normally matches up elements from its two arguments, but it will also copy the elements of a lower-rank argument to fill in any missing trailing axes and match the higher-rank argument's shape. To copy a single argument for every function call, it should have no axes, so we enclose it into a unit.
+The function `{𝕎𝕩}` applies its left argument as a function to its right; we want to apply the four functions Rank, Length, [Depth](depth.md), and [Shape](shape.md) to a single array. Normally Each matches up elements from its two arguments, but it will also copy the elements of a lower-rank argument to fill in any missing trailing axes and match the higher-rank argument's shape. To copy a single argument for every function call, it should have no axes, so we enclose it into a unit.
 
 This example would work just as well with Table (`⌜`), although maybe the interpretation is a little different. The reason it matters that Each accepts unit arrays is that arithmetic primitives (as well as the Depth modifier `⚇`) use Each to match their arguments up. Want to add a point (two numbers) to each point in an array? Just enclose it first.