Tabla de error de fisher
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The document discusses determining sample sizes from populations using Fisher's error table. It provides four examples of calculating sample sizes for different populations and margin of errors: 1) A sample size of 811 for a population of 3,000 administration students with a 3% margin of error. 2) A sample size of 285 for a population of 1,000 civil engineering students with a 5% margin of error. 3) A sample size of 222 for a population of 500 psychology students with a 5% margin of error. 4) A sample size of 2,273 for a population of 25,000 systems engineering students with a 2% margin of error. The calculations are also shown using the
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Tabla de error de fisher
- 1. Tabla de error de Fisher. Primero enunciado. - - Determinar el tamaño de muestra con un margen de error de 3% de una población de 3000 estudiantes de la carrera de administración de la universidad Privada San Juan Bautista – Chincha. Según la tabla de Fisher el tamaño de la muestra es 811 con un margen de error del 3% Segundo enunciado. - - Determinar el tamaño de muestra con un margen de error del 5% de una población de 1000 estudiantes de la carrera de Ing. Civil de la universidad Privada San Juan Bautista – Chincha Según la tabla de Fisher el tamaño de la muestra es 285 con un margen de error del 5% Tercer enunciado. - - Determinar el tamaño de muestra con un margen de error del 5% de una población de 500 estudiantes de la carrera de Psicología de la universidad Privada San Juan Bautista – Chincha Según la tabla de Fisher el tamaño de la muestra es 222 con un margen de error del 5%
- 2. Cuarto enunciado. - - Determinar el tamaño de muestra con un margen de error del 2% de una población de 25 000 estudiantes de la carrera de Ing. de sistemas de la universidad Privada San Juan Bautista – Chincha Según la tabla de Fisher el tamaño de la muestra es de 2273 con un margen de error del 2%. Determinar el tamaño de la muestra según la formula Primero enunciado. - - Determinar el tamaño de muestra con un margen de error de 3% de una población de 3000 estudiantes de la carrera de administración de la universidad Privada San Juan Bautista – Chincha. 𝑁 = 3000 (3000 − 1)(0.03)2 + 1 = 811 Según la tabla de Fisher el tamaño de la muestra es 811 con un margen de error del 3% Segundo enunciado. - - Determinar el tamaño de muestra con un margen de error del 5% de una población de 1000 estudiantes de la carrera de Ing. Civil de la universidad Privada San Juan Bautista – Chincha 𝑁 = 1000 (1000 − 1)(0.05)2 + 1 = 285 Según la tabla de Fisher el tamaño de la muestra es 285 con un margen de error del 5% Tercer enunciado. - - Determinar el tamaño de muestra con un margen de error del 5% de una población de 500 estudiantes de la carrera de Psicología de la universidad Privada San Juan Bautista – Chincha 𝑁 = 500 (500 − 1)(0.05)2 + 1 = 222 Según la tabla de Fisher el tamaño de la muestra es 222 con un margen de error del 5%
- 3. Cuarto enunciado. - - Determinar el tamaño de muestra con un margen de error del 2% de una población de 25 000 estudiantes de la carrera de Ing. de sistemas de la universidad Privada San Juan Bautista – Chincha Según la tabla de Fisher el tamaño de la muestra es de 2273 con un margen de error del 2%. 𝑁 = 25000 (25000 − 1)(0.02)2 + 1 = 2273