diff --git a/latex/assignment_1.pdf b/latex/assignment_1.pdf index 19bc759..faa82f2 100644 Binary files a/latex/assignment_1.pdf and b/latex/assignment_1.pdf differ diff --git a/latex/assignment_1.tex b/latex/assignment_1.tex index d4340e7..f0d1101 100644 --- a/latex/assignment_1.tex +++ b/latex/assignment_1.tex @@ -125,7 +125,6 @@ Using the values that we found for $c_1$ and $c_2$, we get \section*{Problem 3} -% Show how it's derived and where we found the derivation. To derive the discretized version of the Poisson equation, we first need the taylor expansion for $u(x)$ around $x + h$ and $x - h$.