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pDiB%%%2%44280BaCl%t%%C1%EA%%%B-%%2%BCAI%-C%E25%%%58%%52%%%A%%D-%%C5A9%K2%289%pC3%%B2%5%%C7%158CC8%bB-l8623%877%e%5t2%T%%243%%o%%%25_F3C%8%4A2l%43%B7Ap252L%-62%CC2A%EE%CB_%%N332%22A2T9%5–K%2E9%E9CB%%DLa2BA%Dsa%C05%bv2B22%5%%B2%-%D%pv9%2%%F%82%9y272A2%C%%i2%5322-%I275%32595%rLCs292t7C%_BTEmByA%e2e2%-4538%%tT52-CBE%922%BesC%Ea%cB23E%2pE92e%E32E666l2-%t%%C58%7%3C%CDGp%5%5%58y6C3%EN%%2%5%%%%2%35CG%929%%2X%%0A-23%2%%2C%2A8%%%E%C%8p24ND5%2TE6D5A-%%%5%K5C235CA7%2A%B%2%%%%7%K8t4%tR576E4B%2BE3%22ty32C2i%C4%%B-C%%%%lDE8B%8CCC%A%%23b%32C8%%A2A%e5849%2X2592%%A8A27952B8E7A2a%nE%5%p2%2%Nt5C%2%%2D%ER%2%C%%CC-t%AE%2-22X2%82T7%0%%%%C%2%5B2E0E-%2Eu-CC-22%5C%Dt%%A%REB1%%B%ECDNE5AtC%eBA%272p291t%30%C%%%%%i%CC76p%Ri%%%%%BE%5-%6%%CA-C%i29AD%AE%-5E22ABC39%87CBC2E7CC%e%2A1%B-C%CC9B%0CB%502ADa04%%A4-%Or%5%%E-23%%2%8%6%%pC5A%E%CB-C-A0E%An25p22%B2-%Z792L80%sn38%2A%2-%vE-hip%a2AE%E25E927%2285%5B2%2–2%4C9e3aC8TE9B-E222%mX2%%d%5D8b2%%22AX79%5%a93AC%7%-%-%C5%Au3o3Da%%%%%%E9B9AC2h2LAK%5Aa23F%7B%EC%-ACB%%E%%-%8C%CC79%AEA%5CD%NA%%2C%%y6A%5A%CA%eCA-%n%T-e74CAuBC725%F20252LA%2D28%v%%t8%h96%3l2E%tE%33lTE6C%2%B2l52C%CD%-%-5-EEB25Ct6-%62BC25%7%68CB%A%DCaC2D52-e2%4BC45%%eD%2320B2%%E56B%ACe-9yE%6C7%B%%E75t222%8AE6enE-CB%2%-I%%D%D7%72%eE2%32Ce2894e22%829235D72sC%b%B2%E%C0%N2nw7%AE528DE04A%n0%%Bo7%U%-%8Ct45%%-g3%2F92%%%C8d78%El%5%EC%%78%7%BbtC0c%3A0p2%922%%C%5t%%05-B2A2257%4C%E8B2b2d%92E-e93-%48%%%52l22B%Do%o%C8%%22%%305EE%5Aw%2EX2%7E2doC8e2-92TCA%%%2%%%%5n8222C%vAw8C2%-X2%6EAL2F%cNE%C9%-2tA52B%%2252C7X%%C%y%2h5U5%%%2-LEE-EE%C222%B%9%52%E%L%rEeE89%-yE%2265-l2ruI7%3C%e%2%5692-22t%E_B8e%E8C%28%%EBKeBE%-C%%B2%%CCT%C%0nC24%CLB25Ce%i%%2IB59%%%EEC%%6E%%C8%%D27E%EC083.%N%52E%8%3lBC5B%255L238lECB%B0%E58%42B4A_589C%eC%%B8%C%bd m72Ee%32u25%%%A%A%7E-%%8El%-D7%26E25C%92B5%%%2%B52C6IB-%e%n2%0-F555A%F%a%E-%aCB452CEAv9%7A%E%BuC%946CC2%%-2%-%w%%%2a%ECuC5A%.-eB930%2%52%-6812EE%5Ee%%%%22%2C%%%9BBACDAAX2578-%29AB%_%Et3%w5F90%5%8%6%8BC69%%x%20E8pt22%C825%8BCCBB%82AA0%58e%%lB2%%%98EC%i21DC2m%CAC%Ew%5%678BC%C2y%20-C9%B786797l8A%2t%%AB025-E9BDB%D5F2AE%D%Eor%%C%%G28%C%-C88%i25%%78AC%C%%E%CEg720F%12C%%eT%%3a2%7-C%A%C5B8%27%%58%%92h%E89vB_2%c7CE%2-78%C2D-A%%C2%5TB8%2a-%%%%C-5362%0%CC%22%a%278F%y2C%D9LCln%0B5IlNB%IA218-02%%%48tB%22EC22%C2……
6 Day(s) RoundNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–11 ~ 1710––P, L, B configurable––m75 ~ 203 ~ 30 6 Day(s) RoundNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–13 ~ 1812––P, L, B configurable––m76 ~ 243 ~ 30 6 Day(s) RoundNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–14 ~ 2013––P, L, B configurable––m77 ~ 265 ~ 30 6 Day(s) RoundNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–17 ~ 2716––P, L, B configurable––m78 ~ 325 ~ 30 6 Day(s) RoundNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–22 ~ 3020––P, L, B configurable––m710 ~ 405 ~ 30 6 Day(s) DiamondNot ProvidedDirectly Quenching[SKS3] bd m7 Alloy tool steel–2.5 ~ 42––P, L, B configurable––m72 ~ 61 ~ 10 6 Day(s) DiamondNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–3.5 ~ 83––P, L, B configurable––m73 ~ 101 ~ 10 6 Day(s) DiamondNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–4.5 ~ 84––P, L, B configurable––m74 ~ 141 ~ 10 6 Day(s) DiamondNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–5.5 ~ 105––P, L, B configurable––m75 ~ 151 ~ 10 bd m76 Day(s) DiamondNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–6.5 ~ 106––P, bd m7 L, B configurable––m75 ~ 151 ~ 25 6 Day(s) DiamondNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–8.5 ~ 158––P, L, B configurable––m76 ~ 161 ~ 25 6 Day(s) DiamondNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–11 ~ 1710––P, L, B configurable––m710 ~ 203 ~ 25 6 Day(s) DiamondNot ProvidedDirectly Quenching[SKS3] Alloy tool steel–13 ~ 1812––P, L, B configurable……
clase n°1Profesor: Carlos Vera T.Asignatura: M7 Instalación de equipos electrónicos de potenciauNIDAD 1 MATEMáTICA APLICADA a la c.a.07. Números Complejos01. Introducción a la trigonometria06. Vectores02. Teorema del Seno04. Algebra trigonometrica03. Teorema del coseno05. Grados y RadianesTemarioLeer más01. Introducción a la trigonometriaEs bd m7 una rama de las matemáticas cuyo propósito es el estudio de la relación entre los lados y ángulos de un triángulo rectángulo y una circunferencia.¿que es la trigonometria?Un triángulo rectángulo es aquel que tiene un ángulo de 90º en su interior que por lo general se representa con un cuadrado.Triángulos rectángulosCada lado de un triángulo rectángulo tiene un nombre. El lado más largo, el que está siempre de frente al ángulo recto, se denomina hipotenusa:lados de un triángulo rectánguloUna vez identificada la hipotenusa… los otros dos lados se llaman catetos:lados de un triángulo rectánguloAntes de bautizar o diferenciar un cateto del otro… debemos tener claro cuál es el ángulo de trabajo. Supongamos el siguiente triángulo:lados de un triángulo rectánguloSi elijo el ángulo de 60º y me detengo en él, voy a llamar al cateto que tengo justo enfrente cateto opuesto y al que tengo al lado cateto adyacente.lados de un triángulo rectánguloPero si yo elijo el ángulo de 30º y me detengo en él, la cosa cambia…lados de un triángulo rectánguloHipotenusa:Es el lado mas largo y se encuentra enfrente del ángulo recto.Cateto Opuesto:Aque Cateto que se encuentra enfrente del ángulo.Cateto Adyacente:Aquel cateto que está junto al ángulo y que no es la hipotenusa.lados de un triángulo rectánguloSiempre que veas la palabra trigonometría bd m7 metida en algún lado quiere decir que vamos a analizar algo referente a los lados y ángulos de un triángulo rectángulo.¿qué son las razones trigonométricas?¿cómo se llaman las razones trigonométricas?ejemplosHip= X3 metros4 metrosHallar la hipotenusa del siguiente triángulo:EjerciciosHallar el cateto “a” del siguiente triángulo:EjerciciosCalcular la altura h del triángulo isósceles cuya base mide 10 y cuyos lados miden 13:EjerciciosCalcular el perímetro del siguiente rombo si sa……
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