`x`, `y` and `z`. Example: `{x = 0, y = 1, z = 0}`.
For the following functions, `v`, `v1`, `v2` are vectors,
-`p1`, `p2` are positions:
+`p1`, `p2` are positions,
+`s` is a scalar (a number):
* `vector.new(a[, b, c])`:
* Returns a vector.
* Returns a vector.
* If `x` is a vector: Returns the difference of `v` subtracted by `x`.
* If `x` is a number: Subtracts `x` from each component of `v`.
-* `vector.multiply(v, x)`:
- * Returns a scaled vector or Schur product.
-* `vector.divide(v, x)`:
- * Returns a scaled vector or Schur quotient.
+* `vector.multiply(v, s)`:
+ * Returns a scaled vector.
+ * Deprecated: If `s` is a vector: Returns the Schur product.
+* `vector.divide(v, s)`:
+ * Returns a scaled vector.
+ * Deprecated: If `s` is a vector: Returns the Schur quotient.
For the following functions `a` is an angle in radians and `r` is a rotation
vector ({x = <pitch>, y = <yaw>, z = <roll>}) where pitch, yaw and roll are