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zQtZ6EtU@IJ|11CLA`kmN4w3(eA}8>U5}X!5IlX}xqKp!@mn8@W=BmOJF+|lw7Q<4H zYIr&jaS6U3$}>3$6t?2_1KG6_2}DVbf`o)oSN14IwVG#h_ac5IgCTc(Y>oXjq*6+T z{`04HUQ4mb=9$j=rb0{RF7cumR|e=WU$T@ybJ}N@Bf_={(t4)&E3S+-P_f| U5{`|9osE+lj*?PRNeb?N0SR*)ng9R* diff --git a/05/wykresy.tex b/05/wykresy.tex index 35113ba..4291271 100644 --- a/05/wykresy.tex +++ b/05/wykresy.tex @@ -77,10 +77,26 @@ title ={ $\sin(\frac{1}{x})$ } \addplot 3[surf,domain =-10:10, samples =50]{x*x-y*y + 2*x*y*y+1}; \end{axis} \end{tikzpicture} - %\( x\mapsto \cos 2x\) - %\( x\mapsto\sin \tfrac{1}{x}\) - %\( (x,y)\mapsto x^2+y^2\) - %\((x,y)\mapsto x^2−y^2 + 2 x y ^2+1\) z wykorzystaniem omówionych - % podczas prezentacji możliwości. Narysować wykres funkcji \(x\mapsto - % x^2-1\) z wykorzystaniem stablicowanych danych. + +\begin{tikzpicture} +\begin{axis}[ +axis x line=center , +axis y line=center , +xtick ={-5,-4,...,8}, +ytick ={-5,-4,...,8}, +xlabel ={$x$}, +ylabel ={$y$}, +xlabel style ={below right}, +ylabel style ={right}, +xmin=-5, +xmax =5, +ymin=-2, +ymax =8, +title={$x^2-1$} +] +\addplot[line width=1pt] gnuplot [raw gnuplot]{plot 'wykresik.dat' using 1:2 +}; +\end{axis} +\end{tikzpicture} + \end{document}