Dibuix, que te cm a elements gràfics caracteristicsla linea i el traç.
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_sE2NddzZVCB2fcWYnf4Qxq3uXUKRQheaz801j6OoXMRHNPOL7qsi_hST-F5TD_Wv90mP-AezmA0FlX8A9L8kt1_zAcWXz5cuok9ogp0h6PFaqFIZ-bZpUr5pGlAvwpSWfIM4b03YG0yW8=s0-d) |
dibuix |
Pintura, que es caracteritza l'aplicació de taques de color per crear formes sobre el pla.
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_s2iTqJ_mjQHhnjts9G9xPAl7h6shV1Vx1DqRE44kiBLpxrG-8cE5UiRcmQhNiJaQRILOZHwUDeEMWa7vhWsvBElAPA7ON4oGuTYW7HF3ub2nCiGOagtEbN4tSKvCYrezfiThTV_CswCwmfjJmPFaBqQmI=s0-d) |
pintura |
Gravat, que es basa en la creació d'imatges igualsmitjançant la impressió repetida d'una planxa o matriu entintada.
![](https://upload.wikimedia.org/wikipedia/commons/d/dd/Monestir_de_la_Trinitat_(claustre)_de_Val%C3%A8ncia,_gravat_de_1887..jpg) |
gravat |
L'escultura, que es l'art de tallar, modelar o esculpir pedra, fusta o altres materials per obtenir imatges en tres dimensions.
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_uvrtVg0n96ZCkLQ3iA5iVYOdAZHaM7rV_OrYa3kis4nPo-AXl0r14d9fNGqXObtnhwxarTZyvBmTE2oxNhSws_5tZkl8pngR9Be5F_LItYs71dJp7001l7ajVqa3yYEsRAkB-oZfNOHkROZPTOI4NWz5uE9rUrkOj2LEm0x-aP-Lpo10NxSuuFoxoCGGsD-in8Pzo=s0-d) |
escultura |
L'aquitectura, que és l'art i la técnica de projectar i contruir edificis útils i bonics.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijT_S_aYCZeZrILlhrNXY_gRi1Bhl7alLNMpVMZlcpEZc4wqs7jkh6Tn3iBgygQYHZ4xG5AS4JTPOEZ6xlOJVvc_3ELVIozBgOtuWaazuQugMC-lNbrW1SF5E6kxIVEEctTktP6Cb3q9tw/s200/arquitectura.png) |
arquitectura |
Fotografia, que consistia tradicionalment en la captació per mitja d' una càmera sobre una superfície sensible a la llum ( la pel·lícula fotogràfica).
![](data:image/jpeg;base64,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) 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fotografia |
Cinema, que està constituït per una successió molt rapida d'imatges fixes, anomenades fotogrames, que produeix en l'espectador sensació de moviment.
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) |
cinema |
Televisió, que és un sistema de transmissió d'imatges en moviment amb so.
![](https://upload.wikimedia.org/wikipedia/commons/2/24/Televisio3DPhilips.PNG) |
televisio |
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