diff --git a/Assignments/A2/A2.pdf b/Assignments/A2/A2.pdf
index e658e3f1d9bb324e90ac86308a95d6363aa7d3e2..8e9482162d11fdee67985d132ed01effa040d580 100644
Binary files a/Assignments/A2/A2.pdf and b/Assignments/A2/A2.pdf differ
diff --git a/Assignments/A2/A2.tex b/Assignments/A2/A2.tex
index 0bad33700f317793ead505bf9ca103f5a08c6953..ef92fa23483d66bb5bcb136102017a0da536f90c 100644
--- a/Assignments/A2/A2.tex
+++ b/Assignments/A2/A2.tex
@@ -608,7 +608,8 @@ None
 
 \subsubsection* {Assumptions}
 
-None
+For plotting the user will select the number of subdivisions to be small enough
+that there will not be an interpolation problem with the end points.
 
 \subsubsection* {Access Routine Semantics}
 
@@ -620,10 +621,13 @@ None
 \item exception: $( |X| \neq |Y| \Rightarrow \mbox{SeqSizeMismatch})$
 \end{itemize}
 
-\noindent PlotCurve($c$)
+\noindent PlotCurve($c, n$)
 \begin{itemize}
 \item transition: modify win so that it displays an x-y graph of the curve c
-  between c.minD to c.maxD for evaluating c at the points in between.
+  between c.minD to c.maxD for evaluating $c$ at $n$ equally spaced points in
+  between.  For quadratic interpolation the points c.minD and c.maxD do not have
+  to be plotted, since c.eval() is problematic for these points.  For linear
+  interpolation c.maxD does not have to be plotted.
 \item exception: none
 \end{itemize}
 \newpage