# [Maxima] [PATCH] Fix some typos in intromax.tex.

stepnem at gmail.com stepnem at gmail.com
Tue Jun 5 16:35:22 CDT 2012

From: Štěpán Němec <stepnem at gmail.com>

---
doc/intromax/intromax.tex |    6 +++---
1 file changed, 3 insertions(+), 3 deletions(-)

diff --git a/doc/intromax/intromax.tex b/doc/intromax/intromax.tex
index 7c1a908..da90f77 100644
--- a/doc/intromax/intromax.tex
+++ b/doc/intromax/intromax.tex
@@ -375,7 +375,7 @@ A slight change in syntax gives definite integrals:
defint: integral is divergent.
-- an error. To debug this try: debugmode(true);
\end{verbatim}
-Next we define the simbol {\tt g} in terms of {\tt f} (previously
+Next we define the symbol {\tt g} in terms of {\tt f} (previously
defined in {\tt \%i1}) and the hyperbolic sine function, and find its
Taylor series expansion (up to, say, order 3 terms) about the point
{\tt x = 0}:
@@ -719,7 +719,7 @@ use {\tt describe(\textit{function name})}.
\item[{\tt integrate(a,b,c,d)}] Attempts to find the indefinite
integral of {\tt a} with respect to {\tt b}. taken from
$\mathtt{b=c}$ to $\mathtt{b=d}$.  The limits of integration {\tt c}
-  and {\tt d} may be taken is {\tt inf} (positive infinity) of {\tt
+  and {\tt d} may be taken as {\tt inf} (positive infinity) or {\tt
minf} (negative infinity).
\item[{\tt invert(a)}] Computes the inverse of the square matrix {\tt
a}.
@@ -727,7 +727,7 @@ use {\tt describe(\textit{function name})}.
assignments and properties from the current Maxima environment.
\item[{\tt limit(a,b,c)}] Gives the limit of expression {\tt a} as
variable {\tt b} approaches the value {\tt c}.  The latter may be
-  taken as {\tt inf} of {\tt minf} as in {\tt integrate}.
+  taken as {\tt inf} or {\tt minf} as in {\tt integrate}.
\item[{\tt lhs(a)}] Gives the left-hand side of the equation {\tt a}.