Triángulos
- Definición. Ver teoría, Ver teorìa 182
- Clasificación. Ver teoría, Ver teoría de líneas notables
- PC 1 - 2018 - 2: 31 (con paralelas)
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- Teoremas fundamentales: Suma de las medidas de los ángulos internos, medida del ángulo externo, correspondencias entre ángulos y lados, desigualdad triangular. Ver teoría
- Suma de las
medidas de los ángulos internos.
- PC 1 - 2018 - 2: 32
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- PC 1 - 2020 - 2: 30, 32
- Medida del ángulo externo.
- PC 1 Básico - 2016 - 1: 30
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- Primer parcial básico - 2016 - 1: 32
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- PC 1 - 2016 - 2: 28
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- Primer parcial - 2016 - 2: 27
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- PC 1 - 2017 - 2: 31(con paralelas)
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- PC 1 - 2019 - 1: 29
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- PC 1 - 2019 - 2: 31, 32
- Correspondencias
entre ángulos y lados.
- Desigualdad triangular.
- Ex. Admisión UNI - 2019 - 1: 32
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- Ex. Admisión UNI - 2018 - 1: 25
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- PC 1 Básico - 2016 - 1: 29,
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- PC 1 - 2016 - 2: 29
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- PC 1 - 2017 - 1: 28, 29
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- PC 1 - 2017 - 2: 32
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- PC 1 - 2018 - 2: 27
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- PC 1 - 2018 - 1: 29, 30
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- PC 1 - 2019 - 1: 31
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- PC 1 - 2019 - 2: 27
- Con OBS (trazos)
- PC 1 - 2019 - 1: 30
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- PC 1 - 2020 - 2: 31
- Ejercicios y problemas.
- Primer parcial - 2017 - 2: 26
- Primer parcial - 2018 - 2: 13
- Ex. Admisión UNI - 2016 - 2: 29
- Ex. Admisión UNI - 2018 - 1: 31
- Ex. Admisión UNI - 2019 - 1: 31
- DE TEORÍA
- PC 1 - 2017 - 2: 27, 30
- PC 1 - 2018 - 1: 27
- PC 1 - 2019 - 2: 30
- Congruencia de triángulos: Ver teorìa 182, Ver teorìa 182 TODO
- Idea de correspondencia biunívoca. Ver teoría
- Postulado y
teoremas de la congruencia de triángulos (LAL, ALA, LLL, AmLL). Ver teoría.
- Ejercicios y
problemas.
- PC 1 Básico - 2016 - 1: 31
- PC 1 - 2016 - 2: 30
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- PC 1 - 2017 - 1: 30, 31
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- PC 1 - 2017 - 2: 29
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- PC 1 - 2018 - 1: 31, 32
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- PC 1 - 2019 - 1: 32
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- Ex. Admisión UNI - 2017 - 1: 32
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- Aplicaciones de la congruencia: Ver teoría, Ver teoría 182
- Teorema de la mediatriz de un segmento.
- PC 2 Básico - 2016 - 1: 32
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- Teorema de la base media.
- PC 2 Básico - 2016 - 1: 33
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- Primer parcial - 2016 - 2: 28
- Primer parcial - 2018 - 1: 28
- PC 2 - 2019 - 1: 27, 30
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- Teorema de la menor mediana de un triángulo
rectángulo.
- Triángulos rectángulos notables (30 – 60, 45-45 y 15 - 75). Ver teoría, Ver teoría 182
- Ejercicios y
problemas.
- aplic
- PC 1 - 2016 - 2: 32
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- PC 1 - 2018 - 2: 28, 29
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- PC 2 - 2018 - 1: 27, 30, 31
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- PC 2 - 2019 - 1: 29
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- De TN
- PC 1 - 2016 - 2: 31
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- Ex. Admisión UNI - 2017 - 2: 29
- 2016-2: (triángulos)21x, 24x, 25x, 27x, 28x, 29x, (líneas notables)30x, 34x, (congruencia)36x,// 37x, 38x, 39x, 41x, 42x, 43x, (aplicaciones)47x, 48, 49, 51, 53, 54
- 2017-1: //(triángulos)17x, 20x, (líneas notables y triángulos rectángulos notables)32x, 33, 35x, 38x, (congruencia)41, 42, 43, 56
- 2017-2: //26, 27, 28x, 29x, 30x, 31x, 32x, (líneas notables)33x, 34x, (congruencia y aplicaciones)44, 45, 46, 47, 48, 49, 53, 54, 55, 56, 57, 58, 59, 60, (triángulos rectángulos notables)62
- 2018-1: (triángulos)13, 14, 15, 18, 21, 22, 23, 26, 30, 32, 35, 37, 38, (aplicaciones)40, 43, 44, 47, 48, 50, 53, 56
- 2018-2: (triángulos)19x, 20x,
2x1,
22x, 23x,
24x, 25x,
26x,
27x,
28x,
29x, (línea notables y triángulos rectángulos notables)30x,
31x,
32x,
33x,
35x,
36x,
37x,
38x,
41x, (congruencia)42,
43,
45,
46,
47,
48,
49,
50,
51,
52,
53,(aplicaciones)54,
55,
56,
57,
58,
59,
60,
61,
62,
63,
64,
65
- 2019-1: (triángulos)21x, 24x, 39x
- 2019-2: (triángulos)17, 18, 19, 20, 21, (aplicaciones)46, 47, 56, 57, 58, 59, 60
- 2020-1: 17x, 18x, 19x, 20x, 21x, 22x, 23x, 24x, 25x, 26x, 28x, 29x, 30x, (congruencia)36x, 37, 39, 40, 42, 43, 44, 45, 46,[lb3-167], 47, 48, 49, 50, 51, 52, 53, 54, 55, 56
- 2020-2: 17, 18, 19, 20, 21[lb3-pg166]
- 2020-2: link (triángulos)1
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16
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20
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3
4
5
6
7
8
(aplicaciones)9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
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- 2021-2: (triángulos)16
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17
18
19
20
21
22
23
24
25
26
27
28
29
30
(congruencia)31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
(aplicaciones)46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
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- las repetidas: (42/171-50/172)
- 48(162)=42(182)
- 50(171)=53(201
- 53(162) parecido 48(181)
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