A partir de la informacon de la variable aleatoria de la barra de la columna 6y meiante una prueba de bonad de ajuste es posible demostrar que esa variable sigue una distribucion de bernoulli con media de 0.5
Ensamble long. Barra 1(1cm) 1 long. Barra 2(cm) 2 long. Total (cm) 3 Ei (4)
1 45.842460374502 1.45958065414205 47.302041028644 70
2 51.7956584939585 5.19373341549025
56.9893919094487
70
3 46.5931092333215 10.9941737404154
57.5872829737369
70
4 48.829566278337 6.62872310944872
55.4582893877857
70
5 53.6931922720095 10.3332119966819
64.0264042686914
70
6 48.7941432190301 1.13481316750979
49.9289563865399
70
7 49.6155999759043 0.585787922868647
50.2013878987729
70
8 48.3478440963101 0.044517991194277
48.3923620875044
70
9 52.7164663454022 0.058049745185724
52.7745160905879
70
10 50.7869563660104 16.7468991949946 67.533855561005 70
11 51.3873187513752 1.56045666127108
52.9477754126463
70
12 54.3768964092293 18.2503570679483
72.6272534771776
70
13 46.2052293591132 3.15856718426928
49.3637965433825
70
14 49.152855511515 16.8860189220362
66.0388744335512
70
15 50.8761049537402 1.34721931884527
52.2233242725855
70
16 48.2660722811731 11.1310852868558 59.397157568029 70
17 46.4065889866134 0.763392111005308
47.1699810976187
70
18 49.0971836952578 2.91030073251695
52.0074844277748
70
19 48.1773386028736 0.057579042012614
48.2349176448863
70
20 51.6627535991062 3.82342362594412
55.4861772250503
70
21 54.8478276800957 4.04665195409385
58.8944796341895
70
22 46.5901830347611 0.777211824539871 47.367394859301 70
23 54.0342048007666 2.12855565745271
56.1627604582193
70
24 45.5920377932827 17.8643936901296
63.4564314834123
70
25 51.3795382569126 28.0214561134685
79.4009943703811
70
26 49.5541979538214 2.91305078759823
52.4672487414196
70
27 52.8250944203542 1.20417392549161
54.0292683458458
70
28 49.2588285332818 7.01450274688559
56.2733312801674
70
29 45.2325966124489 1.71779230470159
46.9503889171505
70
30 49.0328214297415 3.37714952209831
52.4099709518399
70
31 51.6136550141626 4.05319334447281
55.6668483586354
70
32 47.2331959893902 0.862998652954442
48.0961946423447
70
33 46.0005495584596 6.96365028558463
52.9641998440442
70
34 54.4494697949098 0.026427169100304
54.4758969640101
70
35 54.0087557678659 2.43122804742009 56.439983815286 70
36 45.1800443499243 2.51104225658927
47.6910866065136
70
37 54.07853429559 6.91844169955676
60.9969759951467
70
38 47.3196614143045 14.2968901365403
61.6165515508448
70
39 51.5174633118236 6.37452020234938
57.8919835141729
70
40 52.6521316673426 8.38966946452294
61.0418011318656
70
41 54.125222939089 2.0112927851364
56.1365157242254
70
42 47.7010707221442 2.98515592741207
50.6862266495563
70
43 46.3431881929397 12.5286746493775
58.8718628423172
70
