problema 11.15 wapole

4
Problema 11.15 Wapole Remítase al ejercicio 11.1 de la página 398 Fuerza Levantamiento Individualdel brazo, xdinámico, y xi*yi ŷ 1 17.3 71.7 299.29 5,140.89 1,240.4 74.23 6.41 0.28 2 19.3 48.3 372.49 2,332.89 932.2 75.35 731.95 31.82 3 19.5 88.3 380.25 7,796.89 1,721.9 75.47 164.69 7.16 4 19.7 75.0 388.09 5,625.00 1,477.5 75.58 0.34 0.01 5 22.9 91.7 524.41 8,408.89 2,099.9 77.37 205.24 8.92 6 23.1 100.0 533.61 ### 2,310.0 77.49 506.88 22.04 7 26.4 73.3 696.96 5,372.89 1,935.1 79.34 36.44 1.58 8 26.8 65.0 718.24 4,225.00 1,742.0 79.56 212.03 9.22 9 27.6 75.0 761.76 5,625.00 2,070.0 80.01 25.10 1.09 10 28.1 88.3 789.61 7,796.89 2,481.2 80.29 64.15 2.79 11 28.2 68.3 795.24 4,664.89 1,926.1 80.35 145.12 6.31 12 28.7 96.7 823.69 9,350.89 2,775.3 80.63 258.34 11.23 13 29.0 76.7 841.00 5,882.89 2,224.3 80.80 16.77 0.73 14 29.6 78.3 876.16 6,130.89 2,317.7 81.13 8.02 0.35 15 29.9 60.0 894.01 3,600.00 1,794.0 81.30 453.69 19.73 16 29.9 71.7 894.01 5,140.89 2,143.8 81.30 92.16 4.01 17 30.3 85.0 918.09 7,225.00 2,575.5 81.52 12.08 0.53 18 31.3 85.0 979.69 7,225.00 2,660.5 82.09 8.50 0.37 19 36.0 88.3 1,296.00 7,796.89 3,178.8 84.72 12.81 0.56 20 39.5 100.0 1,560.25 ### 3,950.0 86.68 177.30 7.71 21 40.4 100.0 1,632.16 ### 4,040.0 87.19 164.11 7.14 22 44.3 100.0 1,962.49 ### 4,430.0 89.38 112.85 4.91 23 44.6 91.7 1,989.16 8,408.89 4,089.8 89.55 4.64 0.20 24 50.4 100.0 2,540.16 ### 5,040.0 92.80 51.86 2.25 25 55.9 71.7 3,124.81 5,140.89 4,008.0 95.88 584.83 25.43 x 2 y 2 (yi-ŷ) 2 (yi-ŷ) 2 /n-2

Upload: ayrton-briceno

Post on 12-Dec-2015

212 views

Category:

Documents


0 download

DESCRIPTION

Resolución problema estadística

TRANSCRIPT

Page 1: Problema 11.15 Wapole

Problema 11.15 WapoleRemítase al ejercicio 11.1 de la página 398

Fuerza Levantamiento

Individual del brazo, x dinámico, y xi*yi ŷ1 17.3 71.7 299.29 5,140.89 1,240.4 74.23 6.41 0.28

2 19.3 48.3 372.49 2,332.89 932.2 75.35 731.95 31.823 19.5 88.3 380.25 7,796.89 1,721.9 75.47 164.69 7.164 19.7 75.0 388.09 5,625.00 1,477.5 75.58 0.34 0.015 22.9 91.7 524.41 8,408.89 2,099.9 77.37 205.24 8.926 23.1 100.0 533.61 10,000.00 2,310.0 77.49 506.88 22.047 26.4 73.3 696.96 5,372.89 1,935.1 79.34 36.44 1.588 26.8 65.0 718.24 4,225.00 1,742.0 79.56 212.03 9.229 27.6 75.0 761.76 5,625.00 2,070.0 80.01 25.10 1.09

10 28.1 88.3 789.61 7,796.89 2,481.2 80.29 64.15 2.7911 28.2 68.3 795.24 4,664.89 1,926.1 80.35 145.12 6.3112 28.7 96.7 823.69 9,350.89 2,775.3 80.63 258.34 11.2313 29.0 76.7 841.00 5,882.89 2,224.3 80.80 16.77 0.7314 29.6 78.3 876.16 6,130.89 2,317.7 81.13 8.02 0.3515 29.9 60.0 894.01 3,600.00 1,794.0 81.30 453.69 19.7316 29.9 71.7 894.01 5,140.89 2,143.8 81.30 92.16 4.0117 30.3 85.0 918.09 7,225.00 2,575.5 81.52 12.08 0.5318 31.3 85.0 979.69 7,225.00 2,660.5 82.09 8.50 0.3719 36.0 88.3 1,296.00 7,796.89 3,178.8 84.72 12.81 0.5620 39.5 100.0 1,560.25 10,000.00 3,950.0 86.68 177.30 7.7121 40.4 100.0 1,632.16 10,000.00 4,040.0 87.19 164.11 7.14

22 44.3 100.0 1,962.49 10,000.00 4,430.0 89.38 112.85 4.9123 44.6 91.7 1,989.16 8,408.89 4,089.8 89.55 4.64 0.2024 50.4 100.0 2,540.16 10,000.00 5,040.0 92.80 51.86 2.2525 55.9 71.7 3,124.81 5,140.89 4,008.0 95.88 584.83 25.43

x2 y2 (yi-ŷ)2 (yi-ŷ)2/n-2

a) Evalúe s2

s2=

1

n

iix

1

n

iiy

1

xy

0

y

n

i

ii

n

yys

1

22

2

)ˆ(

Page 2: Problema 11.15 Wapole

nivel de significancia de 0.05, e interprete la desición resultante.

Sxx= 2,336.68 Sxy= 1310.64Syy= 4,791.46 SSE= 4056.324917σ2= 176.3619529

T0= 2.04 .

b) Pruebe la hipótesis de que β1=0 en comparación con la alternativa de que β≠0 a un

xxS

T2

0,110

ˆ

ˆ

Page 3: Problema 11.15 Wapole

778.7

2,050.0

0.56089779

31.1 82.0

64.53

64.53+0.56x

176.36

1

n

iix

1

n

iiy

1

y

0

y

n

i

ii

n

yys

1

22

2

)ˆ(

Page 4: Problema 11.15 Wapole

778.7

2050

64.53+0.56x0.56089779

31.14882

64.5291556 176.361953

a) Evalúe s2

s2=

1

n

iix

1

n

iiy

1

xy

0

y

n

i

ii

n

yys

1

22

2

)ˆ(