Difference between revisions of "AY Honors/Origami/Answer Key/es"
From Pathfinder Wiki
(Created page with "===b. Flor de loto===") |
(Updating to match new version of source page) |
||
(23 intermediate revisions by 3 users not shown) | |||
Line 1: | Line 1: | ||
− | < | + | {{HonorSubpage}} |
− | + | <section begin="Body" /> | |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=1}} | ||
<noinclude></noinclude> | <noinclude></noinclude> | ||
− | + | <!-- 1. ¿Qué es el Origami? ¿De dónde proviene? ¿Cómo es utilizado? ¿Cómo se desarrolló? --> | |
− | |||
− | |||
− | |||
− | |||
− | |||
− | |||
− | |||
− | |||
− | |||
− | |||
− | |||
{{clear}} | {{clear}} | ||
Line 21: | Line 11: | ||
{{clear}} | {{clear}} | ||
− | ==2. Identificar los símbolos para los siguientes términos: | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 1 --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2}} | ||
+ | <noinclude></noinclude> | ||
+ | <!-- 2. Identificar los símbolos para los siguientes términos: --> | ||
{{clear}} | {{clear}} | ||
− | == | + | <noinclude></noinclude> |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2a}} <!--T:8--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2a --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2b}} <!--T:9--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2b --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2c}} <!--T:10--> | ||
+ | <noinclude></noinclude> | ||
{{clear}} | {{clear}} | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2c --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2d}} <!--T:12--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2d --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2e}} <!--T:13--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2e --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2f}} <!--T:14--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2f --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2g}} <!--T:15--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2g --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2h}} <!--T:16--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2h --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2i}} <!--T:17--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2i --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2j}} <!--T:18--> | ||
+ | <noinclude></noinclude> | ||
{{clear}} | {{clear}} | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2j --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=2k}} <!--T:20--> | ||
+ | <noinclude></noinclude> | ||
− | ==3. Demostrar cómo se hacen los siguientes dobleces: | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 2k --> | ||
+ | {{CloseReq}} <!-- 2 --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=3}} | ||
+ | <noinclude></noinclude> | ||
+ | <!-- 3. Demostrar cómo se hacen los siguientes dobleces: --> | ||
− | == | + | <noinclude></noinclude> |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=3a}} <!--T:22--> | ||
+ | <noinclude></noinclude> | ||
{{clear}} | {{clear}} | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 3a --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=3b}} <!--T:24--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 3b --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=3c}} <!--T:25--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 3c --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=3d}} <!--T:26--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 3d --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=3e}} <!--T:27--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 3e --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=3f}} <!--T:28--> | ||
+ | <noinclude></noinclude> | ||
− | ==4. Demostrar cómo se doblan las siguientes bases: | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 3f --> | ||
+ | {{CloseReq}} <!-- 3 --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=4}} | ||
+ | <noinclude></noinclude> | ||
+ | <!-- 4. Demostrar cómo se doblan las siguientes bases: --> | ||
− | == | + | <noinclude></noinclude> |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=4a}} <!--T:30--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 4a --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=4b}} <!--T:31--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 4b --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=4c}} <!--T:32--> | ||
+ | <noinclude></noinclude> | ||
{{clear}} | {{clear}} | ||
Line 83: | Line 144: | ||
{{clear}} | {{clear}} | ||
− | ==5. Hacer | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 4c --> | ||
+ | {{CloseReq}} <!-- 4 --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=5}} | ||
+ | <noinclude></noinclude> | ||
+ | <!-- 5. Hacer tres de los siguientes modelos: --> | ||
− | == | + | <noinclude></noinclude> |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=5a}} <!--T:38--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 5a --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=5b}} <!--T:39--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
− | + | {{CloseReq}} <!-- 5b --> | |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=5c}} <!--T:40--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
− | + | {{CloseReq}} <!-- 5c --> | |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=5d}} <!--T:41--> | ||
+ | <noinclude></noinclude> | ||
− | == | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 5d --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=5e}} <!--T:42--> | ||
+ | <noinclude></noinclude> | ||
− | + | {{clear}} | |
− | + | <noinclude></noinclude> | |
− | + | {{CloseReq}} <!-- 5e --> | |
− | + | {{CloseReq}} <!-- 5 --> | |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=6}} | ||
+ | <noinclude></noinclude> | ||
+ | <!-- 6. Elegir tres de los siguientes modelos para doblar o seleccionar modelos similares de libros de origami: --> | ||
− | == | + | <noinclude></noinclude> |
− | + | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=6a}} <!--T:45--> | |
− | + | <noinclude></noinclude> | |
− | |||
− | == | + | <noinclude></noinclude> |
− | + | {{CloseReq}} <!-- 6a --> | |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=6b}} <!--T:46--> | ||
+ | <noinclude></noinclude> | ||
− | = | + | <noinclude></noinclude> |
− | + | {{CloseReq}} <!-- 6b --> | |
− | + | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=6c}} <!--T:47--> | |
− | + | <noinclude></noinclude> | |
− | = | + | <noinclude></noinclude> |
− | + | {{CloseReq}} <!-- 6c --> | |
− | + | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=6d}} <!--T:48--> | |
− | + | <noinclude></noinclude> | |
− | == | + | <noinclude></noinclude> |
− | + | {{CloseReq}} <!-- 6d --> | |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=6e}} <!--T:49--> | ||
+ | <noinclude></noinclude> | ||
− | = | + | <noinclude></noinclude> |
− | + | {{CloseReq}} <!-- 6e --> | |
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=6f}} <!--T:50--> | ||
+ | <noinclude></noinclude> | ||
− | + | <noinclude></noinclude> | |
− | + | {{CloseReq}} <!-- 6f --> | |
− | + | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=6g}} <!--T:51--> | |
− | + | <noinclude></noinclude> | |
− | |||
− | ==7 | + | <noinclude></noinclude> |
− | + | {{CloseReq}} <!-- 6g --> | |
+ | {{CloseReq}} <!-- 6 --> | ||
+ | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=7}} | ||
+ | <noinclude></noinclude> | ||
+ | <!-- 7. Doblar un modelo de memoria de los requisitos 5 o 6. --> | ||
− | + | <noinclude></noinclude> | |
− | + | {{CloseReq}} <!-- 7 --> | |
− | + | {{ansreq|page={{#titleparts:{{PAGENAME}}|2|1}}|num=8}} | |
− | + | <noinclude></noinclude> | |
− | + | <!-- 8. Ilustrar una historia de la Biblia usando varios modelos de origami. --> | |
− | |||
− | |||
− | {{ | + | <noinclude></noinclude> |
+ | {{CloseReq}} <!-- 8 --> | ||
+ | <noinclude></noinclude> | ||
{{clear}} | {{clear}} | ||
Line 152: | Line 241: | ||
{{clear}} | {{clear}} | ||
− | ==Referencias== | + | ==Referencias==</noinclude> |
− | + | {{CloseHonorPage}} | |
− | |||
− |