Difference between revisions of "User:Infdef"
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<asy> | <asy> | ||
− | + | /* Geogebra to Asymptote conversion, documentation at artofproblemsolving.com/Wiki go to User:Azjps/geogebra */ | |
import graph; size(10cm); | import graph; size(10cm); | ||
− | real labelscalefactor = 0.5; | + | real labelscalefactor = 0.5; |
− | pen dps = linewidth(0.7) + fontsize(10); defaultpen(dps); | + | pen dps = linewidth(0.7) + fontsize(10); defaultpen(dps); |
− | pen dotstyle = black; | + | pen dotstyle = black; |
− | real xmin = -3.792592592592592, xmax = 3.792592592592592, ymin = -1.8883950617283929, ymax = 1.8883950617283933; | + | real xmin = -3.792592592592592, xmax = 3.792592592592592, ymin = -1.8883950617283929, ymax = 1.8883950617283933; |
pen cqcqcq = rgb(0.7529411764705882,0.7529411764705882,0.7529411764705882); | pen cqcqcq = rgb(0.7529411764705882,0.7529411764705882,0.7529411764705882); | ||
− | |||
draw(circle((0,0), 1), linewidth(1)); | draw(circle((0,0), 1), linewidth(1)); | ||
+ | draw(circle((-0.2736629900720829,0.9618256431728192), 0.3674990356331406), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((-0.6026346363792564,0.7980172272802395), 0.3674990356331407), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((-0.8502171357296141,0.5264321628773558), 0.36749903563314057), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((-0.9829730996839017,0.18374951781657067), 0.36749903563314035), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((-0.9829730996839019,-0.1837495178165696), 0.36749903563314024), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((-0.8502171357296147,-0.526432162877355), 0.36749903563314046), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((-0.6026346363792574,-0.7980172272802387), 0.36749903563314035), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((-0.2736629900720844,-0.9618256431728187), 0.3674990356331404), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((0.09226835946330011,-0.9957341762950347), 0.3674990356331404), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((0.44573835577653625,-0.8951632913550633), 0.36749903563314035), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((0.7390089172206573,-0.6736956436465591), 0.36749903563314035), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((0.9324722294043546,-0.36124166618715586), 0.3674990356331401), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((1,0), 0.36749903563314373), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((0.9324722294043547,0.36124166618715575), 0.3674990356331436), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((0.7390089172206551,0.6736956436465616), 0.3674990356331436), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((0.4457383557765383,0.8951632913550622), 0.36749903563313474), linewidth(1) + linetype("2 2") + cqcqcq); | ||
+ | draw(circle((0.092268359463302,0.9957341762950346), 0.36749903563314074), linewidth(1) + linetype("2 2") + cqcqcq); | ||
draw((-1,0)--(1,0), linewidth(1)); | draw((-1,0)--(1,0), linewidth(1)); | ||
draw((0,0)--(0,1), linewidth(1)); | draw((0,0)--(0,1), linewidth(1)); | ||
Line 21: | Line 37: | ||
label("$E$",(0.04345679012345678,-0.03555555555555574),SE*labelscalefactor); | label("$E$",(0.04345679012345678,-0.03555555555555574),SE*labelscalefactor); | ||
label("$F$",(-0.1698765432098765,-0.03555555555555574),SE*labelscalefactor); | label("$F$",(-0.1698765432098765,-0.03555555555555574),SE*labelscalefactor); | ||
− | label("$O$",(-0.051358024691358015,-0. | + | label("$O$",(-0.051358024691358015,-0.03555555555555574),SE*labelscalefactor); |
label("$I$",(0.03160493827160493,0.3432098765432097),SE*labelscalefactor); | label("$I$",(0.03160493827160493,0.3432098765432097),SE*labelscalefactor); | ||
label("$K$",(-0.11456790123456788,0.5096296296296293),SE*labelscalefactor); | label("$K$",(-0.11456790123456788,0.5096296296296293),SE*labelscalefactor); | ||
label("$N_5$",(-0.3595061728395061,-0.03555555555555574),SE*labelscalefactor); | label("$N_5$",(-0.3595061728395061,-0.03555555555555574),SE*labelscalefactor); | ||
− | label("$N_3$",(0.3516049382716049,-0.031604938271605126),SE*labelscalefactor); | + | label("$N_3$",(0.3516049382716049,-0.031604938271605126),SE*labelscalefactor); |
− | label("$P_5$",(-0.2686419753086419,1. | + | label("$P_5$",(-0.2686419753086419,1.0917283950617274),SE*labelscalefactor); |
− | draw((-0.2736629900720829,0)--(-0.2736629900720829,0.9618256431728192), linewidth(1)); | + | draw((-0.2736629900720829,0)--(-0.2736629900720829,0.9618256431728192), linewidth(1)); |
− | label("$P_3$",(0. | + | label("$P_3$",(0.32765432098765425,1.0503703703703693),SE*labelscalefactor); |
draw((0.4457383557765383,0)--(0.4457383557765383,0.8951632913550622), linewidth(1)); | draw((0.4457383557765383,0)--(0.4457383557765383,0.8951632913550622), linewidth(1)); | ||
draw((-0.2736629900720829,0.9618256431728192)--(0.4457383557765383,0.8951632913550622), linewidth(1)); | draw((-0.2736629900720829,0.9618256431728192)--(0.4457383557765383,0.8951632913550622), linewidth(1)); | ||
− | label("$M$",(0. | + | label("$M$",(0.08876543209876541,0.8918518518518511),SE*labelscalefactor); |
draw((0,0)--(0.092268359463302,0.9957341762950346), linewidth(1)); | draw((0,0)--(0.092268359463302,0.9957341762950346), linewidth(1)); | ||
− | label("$P_4$",(0. | + | label("$P_4$",(0.12771604938271603,1.1017283950617274),SE*labelscalefactor); |
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draw((0.092268359463302,0.9957341762950346)--(0.4457383557765383,0.8951632913550622), linewidth(1) + red); | draw((0.092268359463302,0.9957341762950346)--(0.4457383557765383,0.8951632913550622), linewidth(1) + red); | ||
draw((0.4457383557765383,0.8951632913550622)--(0.7390089172206551,0.6736956436465616), linewidth(1) + red); | draw((0.4457383557765383,0.8951632913550622)--(0.7390089172206551,0.6736956436465616), linewidth(1) + red); | ||
Line 69: | Line 68: | ||
draw((-0.2736629900720829,0.9618256431728192)--(0.092268359463302,0.9957341762950346), linewidth(1) + red); | draw((-0.2736629900720829,0.9618256431728192)--(0.092268359463302,0.9957341762950346), linewidth(1) + red); | ||
/* dots and labels */ | /* dots and labels */ | ||
+ | dot((-0.2736629900720829,0.9618256431728192),red); | ||
+ | dot((0.092268359463302,0.9957341762950346),red); | ||
+ | dot((-0.6026346363792564,0.7980172272802395),red); | ||
+ | dot((-0.8502171357296141,0.5264321628773558),red); | ||
+ | dot((-0.9829730996839017,0.18374951781657067),red); | ||
+ | dot((-0.9829730996839017,-0.18374951781657067),red); | ||
+ | dot((-0.8502171357296147,-0.526432162877355),red); | ||
+ | dot((-0.6026346363792574,-0.7980172272802387),red); | ||
+ | dot((-0.2736629900720844,-0.9618256431728187),red); | ||
+ | dot((0.09226835946330011,-0.9957341762950347),red); | ||
+ | dot((0.44573835577653625,-0.8951632913550633),red); | ||
+ | dot((0.7390089172206573,-0.6736956436465591),red); | ||
+ | dot((0.9324722294043546,-0.36124166618715586),red); | ||
+ | dot((1,0),red); | ||
+ | dot((0.9324722294043547,0.36124166618715575),red); | ||
+ | dot((0.7390089172206551,0.6736956436465616),red); | ||
+ | dot((0.4457383557765383,0.8951632913550622),red); | ||
+ | dot((0.092268359463302,0.9957341762950346),red); | ||
dot((0,0),dotstyle); | dot((0,0),dotstyle); | ||
dot((-1,0),dotstyle); | dot((-1,0),dotstyle); | ||
Line 80: | Line 97: | ||
dot((0.08603768285222771,0.9284944672639407),dotstyle); | dot((0.08603768285222771,0.9284944672639407),dotstyle); | ||
clip((xmin,ymin)--(xmin,ymax)--(xmax,ymax)--(xmax,ymin)--cycle); | clip((xmin,ymin)--(xmin,ymax)--(xmax,ymax)--(xmax,ymin)--cycle); | ||
− | |||
</asy> | </asy> |
Latest revision as of 20:09, 10 May 2023