EDA 1 Flashcards

(82 cards)

1
Q

The subset of the population selected for study is called:
A. Parameter
B. Sample
C. Statistic
D. Variable

A

Sample

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2
Q

. If a researcher studies all employees of a company, they are studying the:
A. Sample
B. Population
C. Statistic
D. Parameter

A

Population

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3
Q

Which of the following is NOT an example of descriptive statistics?
A. Mean test score of students
B. Bar graph of ages
C. Pie chart of favorite colors
D. Predicting the outcome of an election

A

Predicting the outcome of an election

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4
Q

Which of the following is an example of inferential statistics?
A. Drawing a histogram
B. Computing the average age of a sample
C. Estimating the average age of the entire population from a sample
D. Listing the number of males and females in a group

A

Estimating the average age of the entire population from a sample

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5
Q

In statistics, the symbol “n” usually represents:
A. Population size
B. Sample size
C. Parameter value
D. Variable

A

Sample size

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6
Q

Which of the following sets is infinite in nature?
A. A class of 30 students
B. All teachers in a school
C. The set of all stars in the universe
D. All books in a library

A

The set of all stars in the universe

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7
Q

Which of the following best illustrates inferential statistics?
A. The average height of 50 students is 160 cm
B. Predicting that the average height of all students in the school is 160 cm based on 50 students
C. Drawing a bar graph of student heights
D. Listing student IDs

A

Predicting that the average height of all students in the school is 160 cm based on 50 students

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8
Q

A complete set of all items under investigation is called:
A. Sample
C. Variable
B. Population
D. Statistic

A

Population

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9
Q
  1. Which of the following is a primary goal of inferential statistics?
    A. Collecting raw data
    B. Organizing tables
    C. Making decisions and drawing conclusions about a population
    D. Drawing pie charts
A

Making decisions and drawing conclusions about a population

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10
Q

A company wants to know the average salary of its employees. It randomly checks the salaries of 100 employees and finds an average of $40,000. This average is a:
A. Parameter
C. Variable
B. Statistic
D. Population

A

Statistic

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11
Q

A government agency publishes the unemployment rate of the entire country. This unemployment rate is a:
A. Parameter
B. Statistic
C. Sample
D. Variable

A

Parameter

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12
Q

A school principal surveys 50 students about cafeteria food satisfaction. The percentage satisfied is an example of:
A. Parameter
B. Statistic
C. Population
D. Variable

A

Statistic

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13
Q

A marketing firm predicts that 65% of all customers will buy a product based on a survey of 500 customers. This prediction is an example of:
A. Descriptive statistics
B. Inferential statistics
C. Parameter estimation only
D. Population analysis

A

Inferential statistics

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14
Q

Which of the following tools is commonly used in descriptive statistics?
A. Hypothesis testing
B. Regression analysis
C. Tables, charts, and graphs
D. Confidence intervals

A

Tables, charts, and graphs

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15
Q

Which of the following tools is commonly used in inferential statistics?
A. Pie charts
B. Frequency tables
C. Hypothesis testing and regression
D. Bar graphs

A

Hypothesis testing and regression

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16
Q

The mean, median, and mode are examples of tools used in:
A. Descriptive statistics
B. Inferential statistics
C. Predictive statistics
D. Sampling design

A

Descriptive statistics

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17
Q

Which tool would be most suitable for testing whether a new drug is more effective than the existing one?
A. Pie chart
C. Hypothesis testing
B. Histogram
D. Frequency table

A

Hypothesis testing

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18
Q

A boxplot is an example of a tool used in:
A. Descriptive statistics
B. Inferential statistics
C. Regression analysis
D. Hypothesis testing

A

Descriptive statistics

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19
Q

Which tool is most appropriate for estimating population parameters from a sample?
A. Graphs and charts
B. Confidence intervals
C. Frequency distribution
D. Boxplot

A

Confidence intervals

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20
Q

A teacher computes the average score of her class and displays it in a bar graph. This is an example of
A. Descriptive statistics
B. Inferential statistics
C. Regression
D. Probability

A

Descriptive statistics

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21
Q

A govemment agency reports that the average household incorne is P30,000 based on a survey. The P30,000 is obtained using:
tial
A. Descriptive statistics
B. Inferential statistics
C. Regression analysis
D. Data visualization

A

Descriptive statistics

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22
Q

An engineer uses regression analysis to forecast future energy demand. This is an application of:
A. Descriptive statistics
B. Inferential statistics
C. Graphical tools
D. Frequency analysis

A

Inferential statistics

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23
Q

A company wants to know if there is a significant difference in sales before and after a new advertisement campaign. The appropriate tool is:
his
A. Pie chart
B. Mean calculation
C. Hypothesis testing
D. Histogram

A

Hypothesis testing

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24
Q

A researcher presents survey results in the form of pie charts and frequency tables. This is an example of:
A. Descriptive statistics
B. Inferential statistics
C. Regression analysis
D. Correlation

A

Descriptive statistics

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25
A hospital administrator uses a histogram to show the distribution of patient ages. This is an example of: A. Descriptive statistics B. Inferential statistics C. Predictive statistics D. Data sampling
Descriptive statistics
26
An economist uses a confidence interval to estimate the true average income of all citizens from a sample. This is an application of: A. Descriptive statistics B. Inferential statistics C. Frequency distribution D. Graphical summary
Inferential statistics
27
A quality control officer tests a sample of 100 light bulbs to determine if the defect rate is within acceptable limits. This is an example of: A. Descriptive statistics C. Frequency table analysis B. Inferential statistics D. Pie chart summary
Inferential statistics
28
Which of the following is an example of an observation? A. Income of an employee B. One particular employee C. A group of employees D. The average income of employees
One particular employee
29
Which of the following is an example of a variable? A. Salary of an employee B. A specific employee C. A collection of incomes D. A complete survey data set
Salary of an employee
30
Which of the following is an example of a data set? A. One person's height B. Age of a student C. Heights of all students in a class. D. A single exam score
Heights of all students in a class
31
Which classification applies to a study measuring both age and salary of employees? A. Univariate data set B. Bivariate data set C. Multivariate data set D. None of the above
Bivariate data set
32
A researcher records the ages of 50 students. This study produces a: A. Univariate data set B. Bivariate data set C. Multivariate data set D. Observation set
Univariate data set
33
A study records age, weight, and blood pressure of patients. This study is: A. Univariate B. Bivariate C. Multivariate D. Observation-based only
Multivariate
34
In a study of 200 households, the monthly Income of each household is recorded. Each household is an: 24 A. Variable B. Observation C. Data set D. Parameter
Observation
35
In the above problem, monthly income is the: A. Observation B. Variable C. Data set D. Statistic
Variable
36
A teacher records the exam scores of all 40 students in her class. The collection of scores is called a: A. Variable B. Observation C. Data set D. Parameter
Data set
37
Which of the following is also called qualitative data? A. Numerical data B. Categorical data C. Continuous data D. Discrete data
Categorical data
38
Which of the following is also called quantitative data? A. Categorical data B. Numerical data C. Binary data D. Coding data
Numerical data
39
Which type of data is described by words rather than numbers? A. Categorical data B. Numerical data C. Continuous data D. Discrete data
Categorical data
40
The process of assigning numbers to categorical variables for analysis is called: A. Classification B. Quantification C. Coding D. Counting
Coding
41
A categorical variable that has only two values is called a: A. Continuous variable B. Discrete variable C. Binary variable D. Interval variable
Binary variable
42
Numerical data that arises from counting and produces a finite number of possible values is called: A. Continuous data C. Categorical data B. Discrete data D. Binary data
Discrete data
43
Numerical data that can take any value within an interval is called: A. Discrete data B. Categorical data C. Continuous data D. Binary data
Continuous data
44
The number of patients in a hospital is an example of: A. Discrete data B. Continuous data C. Categorical data D. Binary data
Discrete data
45
The weight of a student is an example of: A. Discrete data B. Continuous data C. Categorical data D. Binary data
Continuous data
46
Which of the following is NOT an example of categorical data? A. Payment method (cash, check, credit card) B. Type of car (SUV, sedan, truck) C. Age of a person D. Gender (male/female)
Age of a person
47
A survey records the mode of payment: cash, check, or credit card. The type of data collected is: A. Categorical data B. Numerical data C. Continuous data D. Discrete data
Categorical data
48
A researcher records the blood type (A, B, AB, O) of 200 students. This data is: A. Categorical B. Continuous C. Discrete D. Numerical
Categorical
49
The daily temperature measured in degrees Celsius is classified as: A. Discrete B. Continuous C. Binary D. Categorical
Continuous
50
The number of REE board passers in April 2025 is an example of: A. Discrete data B. Continuous data C. Categorical data D. Binary data
Discrete data
51
Gender (male/female) is an example of: A. Continuous data B. Discrete data C. Binary categorical data D. Numerical data
Binary categorical data
52
A company records the employee ID numbers of its workers. The type of data is: A. Categorical B. Continuous C. Discrete D. Interval
Categorical
53
A nurse records the height of patients in centimeters. This data is: A. Discrete B. Continuous C. Categorical D. Binary
Continuous
54
The number of cars passing through a tollgate in an hour is: A. Discrete data B. Continuous data C. Categorical data D. Binary data
Discrete data
55
The marital status of employees (single, married, divorced) is an example of: A. Categorical data B. Discrete data C. Continuous data D. Binary numerical data
Categorical data
56
The time taken by athletes to finish a marathon is an example of: A. Discrete B. Continuous C. Categorical D. Binary
Continuous
57
Which of the following best describes time series data? A. Data collected from different individuals at one point in time B. Data collected across different geographic regions at the same time C. Data collected at successive, equally spaced points in time D. Data describing categories such as gender or occupation
Data collected at successive, equally spaced points in time
58
A company records its sales revenue every month for five years. This is an example of: A. Cross-sectional data B. Time series data C. Categorical data D. Discrete data
Time series data
59
Which of the following is an example of cross-sectional data? A. Daily stock market prices for the past year B. Income levels of 500 households in 2025 C. Temperature measured hourly over a week D. Number of patients admitted to a hospital each day in January
Income levels of 500 households in 2025
60
Which of the following variables is most likely to be studied using time series data? A. Annual GDP of a country from 2010-2025 B. Test scores of students in a single examination C. Survey results from employees in a company in 2024 D. Population census taken once in a given year
Annual GDP of a country from 2010-2025
61
In a cross-sectional dataset, the observations typically vary across: A. Time only B. Units (persons, firms, or regions) at the same time C. Time and units simultaneously D. None of the above
Units (persons, firms, or regions) at the same time
62
Suppose you survey 1,000 firms about their production output in 2024. This type of dataset is: A. Time series B. Continuous data C. Cross-sectional D. Discrete data
Cross-sectional
63
If you collected data on the monthly rainfall in Manila from 2010 to 2020, what type of data would it be? A. Cross-sectional B. Time series C. Categorical D. Qualitative
Time series
64
A professor collects test scores of all his students in a midterm exam in March 2025. The dataset is: A. Time series B. Cross-sectional C. Continuous D. Categorical
Cross-sectional
65
The number of siblings each student has is measured at: A. Interval B. Ordinal C. Nominal D. Ratio
Ratio
66
A survey asks participants to rate satisfaction on a scale of 1- 5. This is: A. Interval B. Ordinal C. Ratio D. Nominal
Ordinal
67
The years when Olympic Games were held (2000, 2004, 2008, etc.) represent: A. Ratio B. Interval C. Nominal D. Ordinal
Interval
68
Monthly income of employees (P10,000, P15,000, P20,000) is measured A. Interval B. Ordinal C. Ratio D. Nominal
Ratio
69
The finishing position of runners in a marathon (1st, 2nd, 3rd, etc.) is measured at: A. Ratio B. Ordinal C. Interval D. Nominal
Ordinal
70
A teacher records students' test scores out of 100 points. This data is: A. Ratio C. Nominal B. Interval D. Ordinal
Ratio
71
Which of the following is an example of a census? A. Surveying 200 students from a university B. Counting every resident in a country during a national population survey C. Interviewing 50 employees in a company D. Studying a random group of households
Counting every resident in a country during a national population survey
72
261. If a university gathers data on all enrolled students to measure satisfaction, this is: A. Sample survey B. Experiment C. Census D. Interval data
Census
73
The population mean is denoted by: A. x̄ B. s C. μ D. p
μ
74
The sample mean is denoted by Α. μ B. x̄ С. п D. σ
74
Dividing the population into subgroups (e.g., by age or gender) and sampling from each is: A. Cluster sampling B. Stratified sampling C. Convenience sampling D. Systematic sampling
Stratified sampling
75
Selecting entire geographical regions (e.g., cities, zip codes) for sampling is: A. Cluster sample B. Stratified sample C. Judgment sample D. Focus group
Cluster sample
76
A bank selects every 10th branch for a survey. This is: A. Simple random sampling B. Systematic sampling C. Cluster sampling D. Stratified sampling
Systematic sampling
77
A hospital selects 50 patients from each department (cardiology, pediatrics, surgery). This is: A. Cluster sampling B. Convenience sampling C. Stratified sampling D. Systematic sampling
Stratified sampling
78
A hospital selects 50 patients from each department (cardiology, pediatrics, surgery). This is: A. Cluster sampling B. Convenience sampling C. Stratified sampling D. Systematic sampling
Stratified sampling
79
A company divides employees by office location and randomly selects 2 offices, then surveys all employees in those offices. This is: A. Stratified sampling B. Cluster sampling C. Judgment sampling D. Simple random sampling
Cluster sampling
80
A political analyst interviews 20 "typical voters" chosen based on his expertise. This is: A. Stratified sample B. Simple random sample C. Judgment sample D. Cluster sample
Judgment sample
81
A professor uses random numbers to pick 30 students from the university roster. This is: A. Simple random sample B. Systematic sample C. Convenience sample D. Cluster sample
Simple random sample