Free Data Collection and Presentation MCQs with Answers

30 Data Collection and Presentation MCQs from Quantitative Methods, each with the correct answer and a written explanation of why it is correct. Free and unlimited, with no account needed.

Data collection covers primary and secondary sources, qualitative and quantitative data, discrete and continuous variables, sampling methods and questionnaire design. Presentation includes frequency tables, grouped data, bar charts, histograms, pie charts, line graphs and cumulative frequency curves, with care over class intervals and misleading scales.

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30 questions · page 1 of 2

  • A. Published data
  • B. Secondary data
  • C. Grouped data
  • D. Primary data

Explanation: Primary data are obtained firsthand for the particular investigation, such as through interviews or measurements.

Correct answer: Primary data
  • A. Quota sampling
  • B. Census method
  • C. Random sampling
  • D. Pilot survey

Explanation: A census includes every member or unit of the population under study. Sampling methods collect information from only a selected part of…

Correct answer: Census method
  • A. Calculate a class boundary
  • B. Draw a frequency polygon
  • C. Collect standardised responses
  • D. Display data by sectors

Explanation: A questionnaire uses a common set of questions, making responses easier to compare across participants.

Correct answer: Collect standardised responses
  • A. A chance fixed by the researcher
  • B. A guaranteed chance of selection
  • C. A chance based on convenience
  • D. An equal known chance of selection

Explanation: Simple random sampling gives each population member an equal and known probability of being selected.

Correct answer: An equal known chance of selection
  • A. Histogram
  • B. Bar chart
  • C. Pie chart
  • D. Pictogram

Explanation: A histogram uses adjoining rectangles because continuous class intervals share boundaries.

Correct answer: Histogram
  • A. 45 degrees
  • B. 90 degrees
  • C. 120 degrees
  • D. 150 degrees

Explanation: The sector angle is calculated as frequency divided by total frequency multiplied by 360 degrees.

Correct answer: 90 degrees
  • A. Median
  • B. Arithmetic mean
  • C. Mode
  • D. Range

Explanation: The arithmetic mean equals the sum of all observations divided by the number of observations.

Correct answer: Arithmetic mean
  • A. Class boundary
  • B. Cumulative frequency
  • C. Class frequency
  • D. Class mark

Explanation: The class mark is the midpoint of a class and is calculated as (20 + 30) divided by 2, giving 25.

Correct answer: Class mark
  • A. Ogive
  • B. Histogram
  • C. Scatter diagram
  • D. Frequency polygon

Explanation: An ogive is a cumulative frequency curve and is commonly plotted using upper class boundaries for a less-than distribution.

Correct answer: Ogive
  • A. Pie chart
  • B. Bar chart
  • C. Ogive
  • D. Stem-and-leaf plot

Explanation: A bar chart makes separate category totals easy to compare using the heights of bars.

Correct answer: Bar chart
  • A. Primary data
  • B. Experimental data
  • C. Secondary data
  • D. Raw data

Explanation: Secondary data already exist and are obtained from sources such as reports or records.

Correct answer: Secondary data
  • A. All units in one area
  • B. Only volunteer units
  • C. One unit from each stratum
  • D. Every kth unit

Explanation: Systematic sampling selects units at a fixed interval, such as every tenth person, after a starting point is chosen.

Correct answer: Every kth unit
  • A. Stratified sampling
  • B. Cluster sampling
  • C. Convenience sampling
  • D. Systematic sampling

Explanation: Stratified sampling divides the population into relevant subgroups called strata and samples from each one.

Correct answer: Stratified sampling
  • A. Relationship between two variables
  • B. Order of observations over time
  • C. Number of observations in each category
  • D. Difference between two averages

Explanation: A frequency distribution records how many observations fall into each category or class.

Correct answer: Number of observations in each category
  • A. Stem-and-leaf plot
  • B. Scatter diagram
  • C. Line diagram
  • D. Bar diagram

Explanation: A bar diagram uses separate rectangular bars to compare categories, with gaps normally appearing between them.

Correct answer: Bar diagram
  • A. Captions
  • B. Stubs
  • C. Footnotes
  • D. Source notes

Explanation: Captions are the headings placed above the columns of a table. Stubs are the headings placed at the side, usually for rows.

Correct answer: Captions
  • A. Simple table
  • B. Manifold table
  • C. Frequency table
  • D. Chronological table

Explanation: A manifold table classifies data according to two or more characteristics simultaneously.

Correct answer: Manifold table
  • A. 0.015
  • B. 0.15
  • C. 1.5
  • D. 15.0

Explanation: Relative frequency equals the category frequency divided by the total frequency: 18 divided by 120 equals 0.15.

Correct answer: 0.15
  • A. Frequency polygon
  • B. Pie chart
  • C. Percentage bar chart
  • D. Stem-and-leaf plot

Explanation: A stem-and-leaf plot retains the individual data values while arranging them to show the distribution.

Correct answer: Stem-and-leaf plot
  • A. 9.0 and 19.0
  • B. 9.5 and 19.5
  • C. 10.0 and 20.0
  • D. 10.5 and 19.5

Explanation: When observations are rounded to the nearest whole unit, 0.5 is added and subtracted to form continuous boundaries.

Correct answer: 9.5 and 19.5

Data Collection and Presentation MCQs: common questions

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