[ForoMX] ¿Que tipo de inteligencia tienes? - Versión para impresión +- Foro Anime - Sitio de Anime, Manga, Comics y Videojuegos. (https://foroanime.net) +-- Foro: ZONA GENERAL (https://foroanime.net/Foro-ZONA-GENERAL) +--- Foro: Off Topic (https://foroanime.net/Foro-Off-Topic) +---- Foro: Test (https://foroanime.net/Foro-Test) +---- Tema: [ForoMX] ¿Que tipo de inteligencia tienes? (/Tema-ForoMX-%C2%BFQue-tipo-de-inteligencia-tienes) |
RE: [ForoMX] ¿Que tipo de inteligencia tienes? - Paula - 04-02-2017 Inteligencia Musical. 100% Inteligencia intrapersonal 62.5% Inteligencia interpersonal 50% Inteligencia kinestésica 50% Inteligencia lingüística 50% Inteligencia visual−espacial 50% Inteligencia naturalista RE: [ForoMX] ¿Que tipo de inteligencia tienes? - Maku - 10-02-2017 Inteligencia musical 100% Inteligencia linguistica 85% aprox Inteligencia intrapersonal 85% aprox Esos son los mas altos, los otros son parejos entre el 50 y el 70 % exeptuando la inteligencia naturalista donde saqué 0% RE: [ForoMX] ¿Que tipo de inteligencia tienes? - Shinsaki - 10-02-2017 Estos fueron mis resultados de los tipos de inteligencia: Nivel más alto: Inteligencia musical Nivel alto: Inteligencia lingüística Niveles medios: Inteligencia intrapersonal Inteligencia kinestésica Inteligencia matemática Niveles bajos: Inteligencia naturalista Inteligencia interpersonal Inteligencia visual-espacial Vaya, la inteligencia más alta que tengo es de la musical, es verdad, siempre me gusta escuchar música pero también escucho a la gente cuando me habla. Lo de la inteligencia linguistica, mmm, quizás porque suelo dar opiniones, pero bueno... no es normal eso de mi. Y lo demás bueno, nada que decir. RE: [ForoMX] ¿Que tipo de inteligencia tienes? - Keiki - 04-05-2017 Resultados altos: -Inteligencia musical -Visual/espacial -Naturalista Medios: -Intrapersonal -Lingüística Bajos -Kinestética -Matemática RE: [ForoMX] ¿Que tipo de inteligencia tienes? - nenitaserena - 19-07-2018 INTELIGENCIA MUSICAL 100% INTELIGENCIA LINGÜÍSTICA 87.5% INTELIGENCIA INTERPERSONAL 87.5% INTELIGENCIA INTRAPERSONAL 62.5% INTELIGENCIA NATURALISTA 62.5% INTELIGENCIA MATEMÁTICA 50% INTELIGENCIA VISUAL-ESPACIAL 37.5% INTELIGENCIA KINESTÉSICA RE: [ForoMX] ¿Que tipo de inteligencia tienes? - Edward - 02-03-2019 Inteligencia visual−espacial 100% Inteligencia naturalista 100% Inteligencia kinestésica 62,5% Inteligencia lingüística 62,5% Inteligencia interpersonal 37,5% Inteligencia intrapersonal 37.5% Inteligencia Musical. 25% RE: [ForoMX] ¿Que tipo de inteligencia tienes? - Plushy - 11-05-2019 Me salen los resultados como barras y no con porcentajes pero mi fuerte es la Inteligencia musical Lol 0 en kinestésico. ¡Envídiame Ryoga! xD Mostrar ContenidoSpoiler:
[img]data:image/png;base64,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[/img]
RE: [ForoMX] ¿Que tipo de inteligencia tienes? - Nemo - 23-09-2019 niveles altos linguistica musical e intrapersonal niveles medios Matematica e interpersonal niveles bajos kinestesica visual-espacial nivel deprimente naturalista RE: [ForoMX] ¿Que tipo de inteligencia tienes? - Gunnogu - 18-12-2019 Mejores resultados: ⋆ INTRAPERSONAL 100% ⋆ VISUAL-ESPACIAL 100% Gráfico completo: RE: [ForoMX] ¿Que tipo de inteligencia tienes? - Rukia - 08-08-2020 ⭐ MUSICAL 100 % ⭐ INTRAPERSONAL 100 % NATURALISTA 87.5 % LINGÜÍSTICA 87.5 % MATEMÁTICA 80 % VISUAL-ESPACIAL 75 % INTERPERSONAL 62.5 % KINESTÉSICA 50 % |