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{"id":26,"date":"2004-11-28T18:42:28","date_gmt":"2004-11-28T17:42:28","guid":{"rendered":"http:\/\/sixthform.info\/steve\/wordpress\/?p=26"},"modified":"2004-11-28T19:24:26","modified_gmt":"2004-11-28T18:24:26","slug":"more-graphics","status":"publish","type":"post","link":"https:\/\/sixthform.info\/steve\/wordpress\/?p=26","title":{"rendered":"More $\\LaTeX$ Graphics"},"content":{"rendered":"

These graphics were taken from LaTeX Graphics<\/a><\/p>\n

Triangle with circumscribed, inscribed, adjacent and Feuerbach circles<\/strong><\/p>\n

$\\psset{unit=.25pt} \\begin{pspicture}*(420, 420) \\psset{linewidth=.4pt} % Frame \\pspolygon(0, 0)(420, 0)(420, 420)(0, 420) % Circumscribed circle and inscribed circle \\pscircle[linecolor=blue](206, 222){166.18} \\pscircle[linecolor=yellow](250, 197){75.42} % Adjacent circles \\pscircle[linestyle=dashed, linecolor=green](476, 135){157.68} \\pscircle[linestyle=dashed, linecolor=green](-32, -22){266.53} \\pscircle[linestyle=dashed, linecolor=green](132, 579){315.92} % triangle \\psset{linewidth=1pt} \\pspolygon(43, 253)(361, 283)(287, 77) % nine-points circle (Feuerbach) \\pscircle[linestyle=dotted, linecolor=red](242, 195){83.09} \\end{pspicture}$ <\/a><\/p>\n

\nRotation of axes<\/strong><\/p>\n

$\\setlength{\\unitlength}{1mm} \\begin{picture}(93,46) \\put( 0,14){\\vector(1,0){60}} \\put(61,13){$x$} \\put(20,4){\\vector(0,1){37}} \\put(19,43){$y$} \\put(50,34){\\circle*{2}} \\put(52,35){$P$} \\multiput(20,34)(4,0){8}{\\line(1,0){2}} \\put(14.5,33.5){$y_P$} \\multiput(50,14)(0,4){5}{\\line(0,1){2}} \\put(48,11){$x_P$} \\put( 2,8){\\vector(3,1){56}} \\put(59,26.5){$x^{\\prime}$} \\multiput(50,34)(1.9,-5.7){2} {\\line(1,-3){1.2}} \\put(52,22){$x_P^{\\prime}$} \\multiput(50,34)(-5.8,-1.933){6} {\\line(-3,-1){3.6}} \\put(12,21){$y_P^{\\prime}$} \\put(22,8){\\vector(-1,3){10.5}} \\put(10,41){$y^{\\prime}$} \\end{picture}$ <\/a><\/p>\n

Multiple use of predefined partial pictures<\/strong><\/p>\n

$\\setlength{\\unitlength}{.25mm} \\begin{picture}(120, 168) \\newsavebox{\\foldera}% \\savebox{\\foldera}(40, 32)[l]{% \\multiput(0, 0)(0, 28){2}{\\line(1, 0){40}} \\multiput(0, 0)(40, 0){2}{\\line(0, 1){28}} \\put(1, 28){\\oval(2, 2)[tl]} \\put(1, 29){\\line(1, 0){5}} \\put(9, 29){\\oval(6, 6)[tl]} \\put(9, 32){\\line(1, 0){8}} \\put(17, 29){\\oval(6, 6)[tr]} \\put(20, 29){\\line(1, 0){19}} \\put(39, 28){\\oval(2, 2)[tr]} } \\newsavebox{\\folderb}% \\savebox{\\folderb}(40, 32)[l]{% \\put(0, 14){\\line(1, 0){8}} \\put(8, 0){\\usebox{\\foldera}} } \\multiput(0, 0)(120, 0){2}{\\line(0, 1){168}} \\multiput(0, 0)(0, 168){2}{\\line(1, 0){120}} \\put(34, 26){\\line(0, 1){102}} \\put(14, 128){\\usebox{\\foldera}} \\multiput(34, 86)(0, -37){3}{\\usebox{\\folderb}} \\end{picture}$ <\/a><\/p>\n

The multiput and the linethickness command<\/strong><\/p>\n

$\\setlength{\\unitlength}{2mm} \\begin{picture}(30, 20) \\linethickness{0.075mm} \\multiput(0, 0)(1, 0){31}{\\line(0, 1){20}} \\multiput(0, 0)(0, 1){21}{\\line(1, 0){30}} \\linethickness{0.15mm} \\multiput(0, 0)(5, 0){7}{\\line(0, 1){20}} \\multiput(0, 0)(0, 5){5}{\\line(1, 0){30}} \\linethickness{0.3mm} \\multiput(5, 0)(10, 0){3}{\\line(0, 1){20}} \\multiput(0, 5)(0, 10){2}{\\line(1, 0){30}} \\end{picture}$ <\/a><\/p>\n","protected":false},"excerpt":{"rendered":"