Docsity
Docsity

Prepara tus exámenes
Prepara tus exámenes

Prepara tus exámenes y mejora tus resultados gracias a la gran cantidad de recursos disponibles en Docsity


Consigue puntos base para descargar
Consigue puntos base para descargar

Gana puntos ayudando a otros estudiantes o consíguelos activando un Plan Premium


Orientación Universidad
Orientación Universidad


Midterm Estadistica con Respuestas, Exámenes de Estadística

Midterm de la introducción a la estadística con respuestas.

Tipo: Exámenes

2020/2021

Subido el 06/05/2021

annie-rios
annie-rios 🇪🇸

4 documentos

1 / 3

Toggle sidebar

Esta página no es visible en la vista previa

¡No te pierdas las partes importantes!

bg1
MIDTERM EXAM INTRODUCTION TO STATISTICS
NAME_______eino______________________________________________________
Answer the questions on the exam sheets showing the working out. Total time 90
minutes.
1. (1.5 points) The community of homeowners has asked a series of questions to the residents
of an urbanization. Identify the type of data (variable) requested in each question.
a. Did you play golf last month on the new golf course in the urbanization?
b. How many times have you eaten in the restaurant of the urbanization in the last three
months?
c. Do you have a caravan?
d. Rate the new security system of the urbanization (very good, good, bad, very bad).
2. (2.5 points) Calculate the range, the mean, the mode, the median and the standard deviation
of the following sample data: 6 8 7 10 3 5 9 8 (show the working out)
Lowest to highest
3 5 6 7 8 8 9 10
Range = 10 - 3
Average = 3 + 5 + 6 + 7 + 8 + 8 + 9 + 10 / 8 = 7
Median = 7 + 8 / 2 = 7,5
Variance = (-4)^2 + (-2)^2 + (-1)^2 + 0^2 + 1^2 + 1^2 + 2^2 + 3^2 / 7 = 5,14
Standard Deviation = sx^2 = 5,14 = 2,27
pf3

Vista previa parcial del texto

¡Descarga Midterm Estadistica con Respuestas y más Exámenes en PDF de Estadística solo en Docsity!

NAME_______eino______________________________________________________ Answer the questions on the exam sheets showing the working out. Total time 90 minutes.

  1. (1.5 points) The community of homeowners has asked a series of questions to the residents of an urbanization. Identify the type of data (variable) requested in each question. a. Did you play golf last month on the new golf course in the urbanization? b. How many times have you eaten in the restaurant of the urbanization in the last three months? c. Do you have a caravan? d. Rate the new security system of the urbanization (very good, good, bad, very bad).
  2. (2.5 points) Calculate the range, the mean, the mode, the median and the standard deviation of the following sample data: 6 8 7 10 3 5 9 8 (show the working out) Lowest to highest 3 5 6 7 8 8 9 10 Range = 10 - 3 Average = 3 + 5 + 6 + 7 + 8 + 8 + 9 + 10 / 8 = 7 Median = 7 + 8 / 2 = 7, Variance = (-4)^2 + (-2)^2 + (-1)^2 + 0^2 + 1^2 + 1^2 + 2^2 + 3^2 / 7 = 5, Standard Deviation = √ sx^2 = √5,14 = 2,
  1. (3 points) In a 2001 NCAA football preseason poll, the question was asked, "Will there be a Big Ten or Pac-10 team in the Rose Bowl game this year?" Of the 13,429 questioned, 0.22% said there would be one from the Big Ten, 0.33% indicated that there would be one from the Pac-10 and 0.51% stated that neither the Big Ten nor the Pac-10 would have a team in the Rose Bowl (show tour working out in the answers). a. What is the probability that the respondent will answer that neither the Big Ten nor the Pac- will have a team in the Rose Bowl? A) A) A: “Pac-ten will be in the rose bowl” B) B: “Big 10 will be in the rose bowl” C) P(A) = 0, D) P(B) = 0, E) P(Ā and B) 0, b. What is the probability that the respondent will answer that the Big Ten or the Pac-10 will have a team in the Rose Bowl championship? B) P(A UNION B) A) 1- P(Ā INTERSECTION B) = 1 - 0,51 = 0, Any of them in the rose bowl is the opposite to none of them will be in the rose bowl. c. Find the probability that the respondent will answer that both the Big Ten and the Pac-10 will have a team in the Rose Bowl. C) P(A Intersection B) A) P(A union B) + P(A) + P(B) - P(A intersection B) B) 0,49 = 0,22 + 0,33 - P(A intersection B) C) P(A intersection B) = 0,49 - 0,22 - 0, D) P(A intersection B) =