Aquesta és la causa del per què el meu Projecte de Recerca de
4rt ESO he decidit investigar sobre la domòtica i
què ens aporta.
El problema
que vull abordar investigant sobre aquest treball és la falta de coneixement de la tecnologia aplicada als habitatges actuals.
Per poder
tenir clar el contingut que vull treballar m’he hagut de fer una pregunta, la qual serà el fil conductor de tot el
treball.
Pregunta:
• Com afectaria la domòtica tan en el pla físic i psicològic d’una persona, com en el pla ecològic i energètic?
M’he plantejat aquesta pregunta per que vull
demostrar que la nostra quotidianitat pot millorar amb avanços tecnològics. I aquests adaptar-se a les necesitas de les persones.
La metodologia que vull utilitzar, serà primer explicar la teoria del tema i després desglossaré la pregunta principal en dues per així basar-me en dos temes diferents però molt relacionats i treballar-los des de diferents perspectives, tant la personal com la dels experts en la matèria. Per última analitzaré el contingut per treure conclusions objectives amb pes.![](data:image/png;base64,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)
La metodologia que vull utilitzar, serà primer explicar la teoria del tema i després desglossaré la pregunta principal en dues per així basar-me en dos temes diferents però molt relacionats i treballar-los des de diferents perspectives, tant la personal com la dels experts en la matèria. Per última analitzaré el contingut per treure conclusions objectives amb pes.
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