- #1
karush
Gold Member
MHB
- 3,269
- 5
Determine the following standard normal (z) curve areas:
Determine the following standard normal (z) curve areas:
a. The area under the z curve to the left of
from table
ok I found this tikz from stack exchange but I can't get it to render here
\begin{tikzpicture}[>={Stealth[length=6pt]},
declare function={g(\x)=2*exp(-\x*\x/3);
xmax=3.5;xmin=-3.4;x0=1.5;ymax=2.75;}]
\draw[gray!50] (-3.7,0) edge[->] (4,0) foreach \X in {-3.5,-3,...,3}
{(\X,0) -- ++ (0,0.1)} (0,0) edge[->] (0,ymax);
\fill[gray!60] plot[domain=x0:xmax,samples=15,smooth] (\x,{g(\x)}) -- (xmax,0) -| cycle;
\draw[thick] plot[domain=xmin:xmax,samples=51,smooth] (\x,{g(\x)});
\path (4,0) node[below]{ } (x0,0) node[below]{3};
{ }
(0,ymax) node{ };\
end{tikzpicture}
however it rendered in overleaf...
Determine the following standard normal (z) curve areas:
a. The area under the z curve to the left of
from table
ok I found this tikz from stack exchange but I can't get it to render here
\begin{tikzpicture}[>={Stealth[length=6pt]},
declare function={g(\x)=2*exp(-\x*\x/3);
xmax=3.5;xmin=-3.4;x0=1.5;ymax=2.75;}]
\draw[gray!50] (-3.7,0) edge[->] (4,0) foreach \X in {-3.5,-3,...,3}
{(\X,0) -- ++ (0,0.1)} (0,0) edge[->] (0,ymax);
\fill[gray!60] plot[domain=x0:xmax,samples=15,smooth] (\x,{g(\x)}) -- (xmax,0) -| cycle;
\draw[thick] plot[domain=xmin:xmax,samples=51,smooth] (\x,{g(\x)});
\path (4,0) node[below]{
{
(0,ymax) node{
end{tikzpicture}
however it rendered in overleaf...
Last edited: