Difference between revisions of "User:Piphi/LG"
(Created page with "<center><asy> →* * LG * * Made by piphi * * For more information go to the link below. * https://artofproblemsolving.com/wiki/index.php/User:Piphi/LG: picture nj=...") |
|||
| Line 29: | Line 29: | ||
LG Electronics is a South Korean electronics company. | LG Electronics is a South Korean electronics company. | ||
| − | This drawing was very nice to make. It consists of 3 circles, a hexagon, a rectangle, and 2 arcs. The fun part was using trig to calculate the angles of the arcs.[[Image:LG_logo_logotype_emblem.png|thumb| | + | This drawing was very nice to make. It consists of 3 circles, a hexagon, a rectangle, and 2 arcs. The fun part was using trig to calculate the angles of the arcs.[[Image:LG_logo_logotype_emblem.png|thumb|200px|right|LG]] |
== See Also == | == See Also == | ||
* [https://www.lg.com/ LG] | * [https://www.lg.com/ LG] | ||
* [[User:Piphi#Asymptote | More Drawings Like This]] | * [[User:Piphi#Asymptote | More Drawings Like This]] | ||
Revision as of 15:56, 12 May 2020
![[asy] /** * LG * * Made by piphi * * For more information go to the link below. * https://artofproblemsolving.com/wiki/index.php/User:Piphi/LG */ picture nj=new picture; path a1 = arc((1093,1093),908,177.457,362.543); fill(nj,(1363,1134)--(2016,1134)--(2016,1052)--(1363,1052)--cycle,white); fill(circle((1093,1093),1093),rgb(165,0,52)*0.3+brown*0.6+purple*0.1); fill(arc((1093,1093),908,86.81,273.19)--cycle,white); fill(a1--cycle,white); fill(circle((1093,1093),823),rgb(165,0,52)*0.3+brown*0.6+purple*0.1); fill(circle((751,1443),131),white); fill((1057,1573)--(1143,1573)--(1143,700)--(1360,700)--(1360,615)--(1057,615)--cycle,white); clip(nj,a1--cycle); add(nj); [/asy]](http://latex.artofproblemsolving.com/f/8/3/f83f83322f7f2c0d13aa18b46baef5d7a5951379.png)
LG Logo
LG Electronics is a South Korean electronics company.
This drawing was very nice to make. It consists of 3 circles, a hexagon, a rectangle, and 2 arcs. The fun part was using trig to calculate the angles of the arcs.
