$(function(){
$("#headerSearchForm").on("submit", function(event)
{
event.preventDefault();
var query = $.trim($("#headerSearchQ").val());if (query.length == 0) {return false;}
location.href = "https://buscador.rincondelvago.com/" + query.replace(/[^ a-záâàäéêèëíîìïóôòöúûùüçñA-ZÁÂÀÄÉÊÈËÍÎÌÏÓÔÒÖÚÛÙÜÇÑ0-9'"]/g,"").replace(/ /g,"+");
});
$("#bodySearchForm").on("submit", function(event)
{
event.preventDefault();
var query = $.trim($("#bodySearchQ").val());if (query.length == 0) {return false;}
location.href = "https://buscador.rincondelvago.com/" + query.replace(/[^ a-záâàäéêèëíîìïóôòöúûùüçñA-ZÁÂÀÄÉÊÈËÍÎÌÏÓÔÒÖÚÛÙÜÇÑ0-9'"]/g,"").replace(/ /g,"+");
});
});
var div_1_sizes = [
[320, 100],
[320, 50],
[300, 250],
[300, 600]
];
var div_2_sizes = [[970, 90], [728, 90],[970, 250]];
var PREBID_TIMEOUT = 2000;
var adUnits = [{
code: 'div-gpt-ad-1498674722723-0',
mediaTypes: {
banner: {
sizes: div_2_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485609'
}
}]
},{
code: 'div-gpt-ad-1515779430602-1',
mediaTypes: {
banner: {
sizes: div_2_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485931'
}
}]
},{
code: 'div-gpt-ad-1515779430602-2',
mediaTypes: {
banner: {
sizes: div_2_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485934'
}
}]
},{
code: 'div-gpt-ad-1515779430602--3',
mediaTypes: {
banner: {
sizes: div_2_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485937'
}
}]
},{
code: 'div-gpt-ad-1515779430602--4',
mediaTypes: {
banner: {
sizes: div_2_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485941'
}
}]
},{
code: 'div-gpt-ad-1515779430602--5',
mediaTypes: {
banner: {
sizes: div_2_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485945'
}
}]
},{
code: 'div-gpt-ad-1515779430602--6',
mediaTypes: {
banner: {
sizes: div_2_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485949'
}
}]
},{
code: 'div-gpt-ad-1515779430602--7',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485953'
}
}]
},{
code: 'div-gpt-ad-1515779430602--8',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485956'
}
}]
},{
code: 'div-gpt-ad-1515779430602--9',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485957'
}
}]
},{
code: 'div-gpt-ad-1515779430602--10',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485958'
}
}]
},{
code: 'div-gpt-ad-1515779430602--11',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485959'
}
}]
},{
code: 'div-gpt-ad-1515779430602--12',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485960'
}
}]
},{
code: 'div-gpt-ad-1515779430602--13',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485961'
}
}]
},{
code: 'div-gpt-ad-1515779430602--14',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--15',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--16',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--17',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--18',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--19',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--20',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--21',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--22',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--23',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
},{
code: 'div-gpt-ad-1515779430602--24',
mediaTypes: {
banner: {
sizes: div_1_sizes
}
},
bids: [{
bidder: 'appnexus',
params: {
placementId: '12485962'
}
}]
}];
var googletag = googletag || {};
googletag.cmd = googletag.cmd || [];
googletag.cmd.push(function() {
googletag.pubads().disableInitialLoad();
});
var pbjs = pbjs || {};
pbjs.que = pbjs.que || [];
pbjs.que.push(function() {
pbjs.addAdUnits(adUnits);
pbjs.requestBids({
bidsBackHandler: initAdserver
});
});
function initAdserver() {
if (pbjs.initAdserverSet) return;
pbjs.initAdserverSet = true;
googletag.cmd.push(function() {
pbjs.que.push(function() {
pbjs.setTargetingForGPTAsync();
googletag.pubads().refresh();
});
});
}
setTimeout(function() {
initAdserver();
}, PREBID_TIMEOUT);
googletag.cmd.push(function() {
googletag.defineSlot('/49859683/RDV_web', div_2_sizes, 'div-gpt-ad-1498674722723-0').addService(googletag.pubads());
googletag.pubads().enableSingleRequest();
googletag.enableServices();
});
//
// Begin comScore Tag
var _comscore = _comscore || [];
_comscore.push({ c1: "2", c2: "5641052" });
(function() {
var s = document.createElement("script"), el = document.getElementsByTagName("script")[0]; s.async = true;
s.src = (document.location.protocol == "https:" ? "https://sb" : "https://b") + ".scorecardresearch.com/beacon.js";
el.parentNode.insertBefore(s, el);
})();
// End comScore Tag
//
var domain= "rincondelvago.com";
//-->
Compartir
1 Me sirvió
0 No me sirvió
PASAR A ALGEBRA DE CONTACTOS LAS SIGUIENTES FUNCIONES DE ALGEBRA DE BOOLE:
(a+b)c+ad
c(a+bd)+(a+c)
(a+b)(a+b)
ab+ab
(a+c)b+(a+d)c+(a+b)
DEMOSTRAR QUE LOS 2 ULTIMOS APARTADOS SON EQUIVALENTES.
(a+b)(a+b)= aa+ab+ba+bb= (ab)+(ab)
(ab)+(ab)
DADA LA TABLA 2.7, EXTRAER LA FUNCION EN FORMA DE SUMA DE PRODUCTOS
(abc)+(abc)+(abc)+(abc)+(abc)
VERIFICAR LAS SIGUIENTES ECUACIONES
(a+b+ab)(a+b)ab=0 ; (b+a(b+1))(aab+abb)=0 ; (b+a)(0+0)=0
ab(d+dc)+(a+dac)b=b ; b(a(d+dc)+(a+dac))=b ; b(a(d+c)+(a+ad+ac))=b ; b(a(d+c)+a(1+d+c)=b ; b(a(d+c)+a)=b ; b=b
(a+b+ab)(ab+ac+bc)=ab+abc ; aab+aac+abc+bab+abc+bbc+abab+abac+abbc=ab+abc ; ab+0+abc+0+abc+0+0+0+0=ab+abc ; ab+abc+abc=ab+abc ; ab(1+c)+abc=ab+abc ; ab+abc=ab+abc
COMPROBAR LA SIGIENTE IGUALDAD MEDIANTE LA TABLA DE LA VERDAD
a(b+ab)=ab
a b a ab b+ab a(b+ab) ab
0 0 1 0 0 0 0
0 1 1 0 1 1 1
1 0 0 0 0 0 0
1 1 0 1 1 0 0
SIMPLIFICAR LAS SIGUIENTES FUNCIONES ALGEBRAICAMENTE
abc+abc+abc+abc ; abc+abc=ab(c+c)=ab abc+abc=bc(a+a)=bc
abc+ad+cd+acd+ab+bd+ad+ab ; ad+ad=a(d+d)=a ab+ab=b(a+a)=b cd+acd=c(d+ad)=c(d+a) ; abc+bd+a+b+c(d+a)=a+abc=a
MONTAR Y COMPROBAR LA TABLA DE LA VERDAD CON TENSIONES DE CADA UNA DE LAS FUNCIONES QUE SE HAN REUNIDO EN EL EJERCICIO 1.5, TOMANDO COMO EJEMPLO EL SIGUIENTE CORRESPONDIENTE A UNA PUETA Y:
a b S V
0 0 0 0.1
0 1 0 0.1
1 0 0 0.1
1 1 1 4.7
MONTAR EL SIGUIENTE CIRCUITO, COMPROBAR LA TABLA DE LA VERDAD CON TENSIONES, UNA VEZ PROBADA LA TABLA DE LA VERDAD, ¿A QUE FUNCION LOGICA CORRESPONDE?
a b S V
0 0 0 0.1
0 1 0 0.1
1 0 0 0.1
1 1 1 4.7
ab=ab=ab
Corresponde a la ley de Morgan .
MONTAR EL CIRCUITO DE LA FIGURA, EXTRAER LA EXPRESION BOOLEANA CORRESPONDIENTE A LA SALIDA S, COMPROBAR LA TABLA DE LA VERDAD
ab ab=ab+ab=ab+ab a b S V
0 0 1 4.7
0 1 0 0.2
1 0 0 0.2
1 1 0 0.2
MONTAR EL SIGUIENTE CIRCUITO, EXTRAER LA EXPRESION BOOLEANA CORRESPONDIENTE A LA SALIDA S, INDICAR A QUE TIPO DE PUERTA CORRESPONDE
ab
a b S V
0 0 1 4.3 0 1 0 0.1 ES DEL TIPO NAND
1 0 0 0.1
1 1 0 0.1
MONTAR EL SIGUIENTE CIRCUITO, OBTENER LA FUNCION LOGICA DE LA SALIDA S, COMPROBAR LA TABLA DE LA VERDAD, INDICAR QUE TIPO DE PUERTA CORRESPONDE
ab+ab
a b S V
0 0 0 0.1
0 1 1 4.7
1 0 1 4.7
1 1 0 0.1
DADA LA SIGUIENTE FUNCION, SIMPLIFICARLA AL MAXIMO, IMPLEMENTAR LA SIMPLIFICACION OBTENIDA MEDIANTE PUERTAS NAND, DISEÑAR EL CIRCUITO CORRESPONDIENTE
F=abcd+abcd+abcd+abcd+abcd+abcd+abcd ;
acd(b+b)+abc(d+d)+acd(b+b)+abcd ;
acd+abc+acd+abcd ; cd(a+a)+abc(1+d) ;
cd+abc
DADO EL CIRCUITO DE LA FIGURA, OBTENER LA FUNCION LOGICA F, SIMPLIFICAR DICHA FUNCION, IMPLEMENTAR LA SIMPLIFICACION OBTENIDA MEDIANTE PUERTAS NAND, DISEÑAR EL CIRCUITO
F=a+a+b+c+cd ; a+b+c+cd ; abc+c+d
f=abc+c+d ; (abc)(c+d) ; abc(c+d) ; (abc)cd
Descargar
Enviado por: Stoned Idioma: castellanoPaís: España