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Pernos ocho

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Pernos ocho

  1. 1. 9 1 2 3 4 5 6 7 8 9 10 11 12 13 14 151 1.463 1.532 1.535 1.457 1.558 1.54 1.526 1.493 1.509 1.522 1.464 1.512 1.457 1.528 1.5622 1.529 1.474 1.538 1.483 1.475 1.507 1.515 1.481 1.503 1.519 1.539 1.475 1.521 1.446 1.4643 1.442 1.47 1.567 1.501 1.55 1.568 1.45 1.514 1.531 1.56 1.461 1.496 1.524 1.492 1.4744 1.509 1.528 1.499 1.518 1.49 1.486 1.522 1.489 1.442 1.469 1.488 1.505 1.469 1.452 1.5695 1.527 1.481 1.57 1.541 1.455 1.447 1.55 1.503 1.53 1.535 1.472 1.47 1.493 1.421 1.4736 1.505 1.501 1.446 1.513 1.522 1.467 1.447 1.48 1.503 1.529 1.466 1.479 1.496 1.519 1.4877 1.535 1.524 1.422 1.501 1.536 1.502 1.471 1.469 1.497 1.527 1.5 1.471 1.538 1.482 1.4098 1.511 1.562 1.468 1.462 1.475 1.57 1.56 1.522 1.484 1.536 1.531 1.445 1.496 1.466 1.5129 1.466 1.553 1.489 1.524 1.503 1.549 1.513 1.515 1.436 1.503 1.475 1.474 1.443 1.491 1.4910 1.51 1.498 1.488 1.528 1.484 1.476 1.512 1.452 1.494 1.492 1.476 1.551 1.501 1.529 1.48711 1.521 1.503 1.458 1.523 1.468 1.457 1.546 1.512 1.461 1.488 1.506 1.495 1.518 1.441 1.52812 1.484 1.48 1.503 1.484 1.506 1.478 1.419 1.475 1.513 1.447 1.479 1.473 1.504 1.54 1.46413 1.499 1.537 1.493 1.489 1.518 1.496 1.474 1.494 1.477 1.557 1.488 1.497 1.484 1.518 1.49414 1.549 1.503 1.478 1.492 1.587 1.461 1.417 1.49 1.506 1.482 1.487 1.555 1.523 1.468 1.57415 1.5 1.49 1.557 1.504 1.406 1.542 1.516 1.526 1.473 1.518 1.534 1.464 1.464 1.545 1.519
  2. 2. MARCAS DE INTERVALOS REALES DATOS AGRUPADOS INTERVALOS APARENTES CLASE FRECUENCIASmaximo: 1.587 L. INFERIOR L. SUPERIOR L. INFERIOR L. SUPERIOR Xi Fi Fai Fri Frai Xi * F i (Xi-X)*Fi (Xi-X)^2*Fimínimo: 1.393 1 1.393 1.414 0.001 1 1.3925 1.4145 1.4035 4 4 0.01333333 0.01333333 5.614 0.379866667 0.03607467rango: 0.194 2 1.415 1.436 0.0005 2 1.4145 1.4365 1.4255 6 10 0.02 0.03333333 8.553 0.4378 0.03194481 3 1.437 1.458 3 1.4365 1.4585 1.4475 26 36 0.08666667 0.12 37.635 1.325133333 0.06753763intervalo: 9 4 1.459 1.48 4 1.4585 1.4805 1.4695 63 99 0.21 0.33 92.5785 1.8249 0.05286127 5 1.481 1.502 5 1.4805 1.5025 1.4915 69 168 0.23 0.56 102.9135 0.4807 0.00334888 tamaño del intervalo 6 1.503 1.524 6 1.5025 1.5245 1.5135 60 228 0.2 0.76 90.81 0.902 0.01356007rango/inter. 0.02155556 7 1.525 1.546 7 1.5245 1.5465 1.5355 40 268 0.13333333 0.89333333 61.42 1.481333333 0.05485871 redondea a: 0.022 8 1.547 1.568 8 1.5465 1.5685 1.5575 24 292 0.08 0.97333333 37.38 1.4168 0.08363843 9 1.569 1.59 9 1.5685 1.5905 1.5795 8 300 0.02666667 1 12.636 0.648266667 0.05253121 totales: 449.54 8.8968 0.39635567 media: 1.49846667 D. media: 0.029656 varianza: 0.00132119 D. estandar: 0.03634812
  3. 3. grafico histograma1 1.4145 01 1.4145 42 1.4365 42 1.4365 02 1.4365 63 1.4585 63 1.4585 03 1.4585 264 1.4805 264 1.4805 04 1.4805 635 1.5025 635 1.5025 05 1.5025 696 1.5245 696 1.5245 06 1.5245 607 1.5465 607 1.5465 07 1.5465 408 1.5685 408 1.5685 08 1.5685 249 1.5905 249 1.5905 09 1.5905 8 1.5905 0 1.49846667 0 1.49846667 90 1.53481478 0 1.53481478 90 1.5711629 0 1.5711629 90 1.60751102 0 1.60751102 90 1.46211855 0 1.46211855 90 1.42577043 0 1.42577043 90 1.38942232 0 1.38942232 90 1.35 0 1.35 90 1.5 0 1.5 90 1.65 0 1.65 90
  4. 4. 1.49846667 0.03634812 grafico de cajas 1.587 1.587 1.587 8 1.393 1.393 1.393 8 1.587 1.393 1.393 1.587 1.587 8 1.393 8 1.6 5 1.385 51.498466667 121.498466667 1.49846667
  5. 5. 1.39251.4145 1.3705 1.61251.4365 1.3485 1.63451.4585 1.3265 1.65651.4805 1.3045 1.67851.5025 1.2825 1.70051.5245 1.2605 1.72251.54651.56851.5605

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