lunes, 16 de junio de 2014
Factures.
La factura és el document emés pel venedor quan es produeix la venda de mercaderíes o la prestació de serveis, en el qual s'especifiquen els productes o serveis, les seves característiques i l'import de l'operació.
instal·lacions complementaries.
Instalaciones de telefonia:
![](data:image/jpeg;base64,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)
Instalaciones de agua:
Instalaciones de alarma:
Gas
El gas és un combustible fòssil que fem servir per cuinar i tenir aigual calenta i calefacció a la llar.
Cada gas té les seves característiques pròpies:
·El butà es pot colocar dins o fora dels habitatges, però amb le limitacions que imposa la temperatura.
·Els envasos de propà no es poden ubicar al interior del edificis o locals, a causa de la pressió elevada que soporta el gas dins les bombones.
·El gas natural s'utilitza sense cap de mena de limitació de cabal ni de temparatura.
Cada gas té les seves característiques pròpies:
·El butà es pot colocar dins o fora dels habitatges, però amb le limitacions que imposa la temperatura.
·Els envasos de propà no es poden ubicar al interior del edificis o locals, a causa de la pressió elevada que soporta el gas dins les bombones.
·El gas natural s'utilitza sense cap de mena de limitació de cabal ni de temparatura.
Aigua.
L'organització mundial de la salut estima que al voltant de 1100 milions de persones no tenen acces a un sistema de subministrament d'aigua capaç de prover un minim de 20 litres d'aigua neta per persona i dia ( la capacitat d'un diposit comú) i que 2400 milions no diposen de cap sistema detractament d'aigues brutes.
Xarxa de sitribució: S'encarrega de la distribució de l'aigua tractada per al consum, anomenada aigua potable.
Xarxa de sanejament: Recull aigües que provenen dels residus líquids del habitatges i de les industries, i les anomenen aigües residuals.
Xarxa de sitribució: S'encarrega de la distribució de l'aigua tractada per al consum, anomenada aigua potable.
Xarxa de sanejament: Recull aigües que provenen dels residus líquids del habitatges i de les industries, i les anomenen aigües residuals.
Examen.
1. L'àlgebra de boole la formen:
·L'àlgebra que va crear George Boole està formada per:
·Dígits binaris o bits.(0,1)
-Llenguatge binari.
-Identificació dels dígits amb dos estats físics diferents: interruptor obert o tancat.
-Les operaciones booleanes es poder dur a terme físicament amb circuits electrònics, pneumàtics, hidraulics, etc.
I les propietats següents:
· Commutatives.
· Associatives
·Distributivas
·L'element negatiu satisfà.
2. Plantejament digital de problemes tecnològics.
Identificar cada element de maniobre amb una variable.
Identificar cada actuador amb una funció.
Eleborar la tabla de veritat dels actuadors.
Expressar algebraicament les funcions lògiques.
3. Expressa en el sistema decimal els nombres binaris:
1111:
110101:
1101110:
4. Expressa en el sistema binari els nombres decimals:
19:
22:
69:
5. Circuits integrats.
Els circuits integrats o microxip són circuits electrónics miniaturitzats els quals es poden acumular milers de components electrònics encapsulats.
Es caracteritzan perque:
·Duen a terme operacions logiques
·Tenen terminals
·S'han d'alimentar
·S'identifiquen amb un nombre grabat.
6. Tipus de portes lògiques.
·L'àlgebra que va crear George Boole està formada per:
·Dígits binaris o bits.(0,1)
-Llenguatge binari.
-Identificació dels dígits amb dos estats físics diferents: interruptor obert o tancat.
-Les operaciones booleanes es poder dur a terme físicament amb circuits electrònics, pneumàtics, hidraulics, etc.
I les propietats següents:
· Commutatives.
· Associatives
·Distributivas
·L'element negatiu satisfà.
2. Plantejament digital de problemes tecnològics.
Identificar cada element de maniobre amb una variable.
Identificar cada actuador amb una funció.
Eleborar la tabla de veritat dels actuadors.
Expressar algebraicament les funcions lògiques.
3. Expressa en el sistema decimal els nombres binaris:
1111:
110101:
1101110:
4. Expressa en el sistema binari els nombres decimals:
19:
22:
69:
5. Circuits integrats.
Els circuits integrats o microxip són circuits electrónics miniaturitzats els quals es poden acumular milers de components electrònics encapsulats.
Es caracteritzan perque:
·Duen a terme operacions logiques
·Tenen terminals
·S'han d'alimentar
·S'identifiquen amb un nombre grabat.
6. Tipus de portes lògiques.
7. Esbrina quina és la taula de la veritat de la sortica unica d'aquest circuit.
Taula:
V1 V2 V3 T
0 0 0 0
0 0 1 0
0 1 0 0
0 1 1 1
1 0 0 0
1 0 1 1
1 1 0 0
1 1 1 1
martes, 3 de junio de 2014
Calefacció i termòstat.
La calefacció Conjunt d'aparells que formen un sistema i serveixen per escalfar un lloc, especialment un edifici o una part d'ell.
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)
Un termòstat serveix per regular la temperatura d'un habitatge.
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)
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)
Un termòstat serveix per regular la temperatura d'un habitatge.
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