UGC NET Paper 1 Data Interpretation FREE Mock Test with Answers (Test 2)

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This free UGC NET Paper 1 Data Interpretation mock test with answers is Test 2 of the series, with 15 fresh questions and no repeats from Test 1. This set covers classification by scale and number of variables, a fresh data table on distance education enrollment, and chart-type scenarios Test 1 didn't test. Together with Test 1, this now covers the full conceptual half of Unit 7 alongside two complete sets of table-reading practice.

UGC NET Paper 1 Data Interpretation mock test with answers – Test 2 with enrollment data table

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Q1. A researcher personally conducts a fresh survey of 200 students specifically for their own current study. This data is:

(a) Primary Data
(b) Secondary Data
(c) Mapped Data
(d) Governance Data
Explanation: Primary Data is collected first-hand by the researcher for their own specific purpose - a fresh survey conducted directly for the current study is a clear example.

Q2. A study examining only students' exam scores, with no other variable considered, is an example of which classification by number of variables?

(a) Bivariate
(b) Multivariate
(c) Univariate
(d) Time-series
Explanation: Univariate data involves studying just one variable - exam scores alone, with nothing else considered, is a straightforward example.

Q3. Categorizing students by gender, where the categories have no inherent order or ranking, is an example of which scale of measurement?

(a) Ordinal Scale
(b) Nominal Scale
(c) Ratio Scale
(d) Interval Scale
Explanation: A Nominal Scale classifies data into categories with no inherent order - gender categories are a classic example, unlike ranked categories such as grades, which use an Ordinal Scale.

Q4. A university's annual enrollment figures recorded consistently over the past ten years is an example of which type of data?

(a) Nominal Data
(b) Bivariate Data only
(c) Qualitative Data
(d) Time-Series Data
Explanation: Time-series data is classified by time, recorded consistently across a period - annual enrollment figures tracked over ten years is a direct example.

Q5. A student's exam score of 78 out of 100 is an example of:

(a) Quantitative Data
(b) Qualitative Data
(c) Nominal Data only
(d) Mapped Data
Explanation: Quantitative Data is numerical and measurable - an exam score is a clear number, directly answering "how much," which is the defining test for quantitative data.

Q6. Which rule of good data classification specifically ensures that every possible case in the data has a category it can be placed into?

(a) Unambiguous
(b) Mutually Exclusive
(c) Exhaustive
(d) Governed
Explanation: A classification scheme is exhaustive when it covers every possible case, ensuring no data point is left without a category - distinct from being unambiguous (clearly defined) or mutually exclusive (no overlap).

Q7. A university wants to show the frequency distribution of exam scores grouped into ranges (0–20, 21–40, 41–60, and so on). Which chart type is most appropriate?

(a) Pie Chart
(b) Histogram
(c) Line Chart
(d) Table Chart only
Explanation: A Histogram is specifically designed to show frequency distribution of continuous, grouped data - score ranges are exactly this kind of continuous, bucketed data.

Q8. A department wants to compare total enrollment across five distinct, unrelated academic programs. Which chart type is most appropriate?

(a) Bar Chart
(b) Histogram
(c) Line Chart only
(d) Data Mapping
Explanation: A Bar Chart compares values across distinct, separate categories - five unrelated academic programs is exactly this kind of categorical comparison, unlike a histogram's continuous data.

Q9. A university IT department implements strict access controls and regular audits to ensure student records remain accurate and protected from unauthorized changes. This is an example of:

(a) Data Mapping
(b) Univariate Analysis
(c) Data Governance
(d) A Histogram
Explanation: Data Governance covers the overall management of data's availability, usability, integrity, and security - access controls and audits protecting record accuracy are a direct, practical example.

Table: Students Opting for Distance Education Mode (2019–2023)

YearNumber of Students
2019800
20201,500
20211,800
20221,200
2023950

Q10. Using the table above, what was the percentage increase in distance education enrollment from 2019 to 2020?

(a) 75%
(b) 80%
(c) 87.5%
(d) 90%
Explanation: Increase = 1,500 − 800 = 700. Percentage increase = (700 ÷ 800) × 100 = 87.5%.

Q11. Using the table above, in which year was distance education enrollment at its highest?

(a) 2020
(b) 2021
(c) 2022
(d) 2023
Explanation: 2021 had the highest enrollment at 1,800 students, higher than any other year in the table.

Q12. Using the table above, by how many students did enrollment fall from its peak in 2021 to 2023?

(a) 700
(b) 750
(c) 800
(d) 850
Explanation: 1,800 (2021) − 950 (2023) = 850 fewer students by 2023.

Q13. Using the table above, what is the average distance education enrollment across the full five-year period?

(a) 1,250
(b) 1,300
(c) 1,200
(d) 1,150
Explanation: Sum = 800 + 1,500 + 1,800 + 1,200 + 950 = 6,250. Average = 6,250 ÷ 5 = 1,250.

Q14. Using the table above, 2023's enrollment is approximately what percentage of 2021's enrollment?

(a) 45%
(b) 48%
(c) 53%
(d) 60%
Explanation: (950 ÷ 1,800) × 100 ≈ 52.8%, which rounds to approximately 53%.

Q15. Using the table above, what is the difference between the highest and lowest enrollment years shown?

(a) 900
(b) 1,000
(c) 1,100
(d) 950
Explanation: Highest (2021) = 1,800; lowest (2019) = 800. Difference = 1,800 − 800 = 1,000.

Learn More: Understanding the Concepts Behind These Questions

Scales of Measurement - Nominal, and Why Order Matters

A Nominal Scale groups data into categories with no inherent order - gender, blood group, or department name are all nominal, since none of them is naturally "higher" or "lower" than another. This contrasts with an Ordinal Scale (ranked categories like grades) and Interval or Ratio scales, which involve actual numeric distances between values. Recognizing which scale a variable uses matters beyond classification questions - it also determines what kind of statistical analysis is even valid to run on that data, which is why UGC NET treats this as more than a memorization exercise.

Univariate Data and Time-Series Data - Two Different Classification Angles

These two terms classify data along completely different dimensions, which is why a dataset can be both at once. Univariate describes 'how many variables' are being studied - just one, like exam scores alone. Time-series describes 'how the data relates to time' - recorded consistently across a period, like annual enrollment figures. A single dataset (say, yearly exam score averages) can be univariate (one variable: score) and time-series (tracked across years) simultaneously - the two classifications simply answer different questions about the same data.

Choosing Between a Histogram and a Bar Chart, Revisited With New Scenarios

Test 1 explained the structural difference between these two chart types; this test applies it to two new scenarios. Exam scores grouped into ranges (0–20, 21–40, and so on) are continuous, grouped data - a Histogram. Five distinct, unrelated academic programs being compared are separate categories - a Bar Chart. The underlying question to ask each time is the same: is this data a continuous range being bucketed, or are these genuinely separate, distinct categories being compared side by side?

Reading the Distance Education Table - A Trickier Pattern Than Test 1's

Unlike Test 1's steadily-growing table, this one rises sharply, peaks, then declines - closer to how real enrollment data often behaves. The key habit this table tests: don't assume the highest or lowest value is at either end of the table. Scanning the full range before answering a "which year" question, rather than assuming the pattern is simply increasing or decreasing throughout, avoids a common, easy-to-make error. The percentage-of-total question (2023 as a percentage of 2021) also uses a subtly different calculation than percentage change - always divide the specific value by the reference value directly, without subtracting first.

About This Test

With this test, data classification by scale, variable count, and time, plus two complete data tables, have now been covered across this free UGC NET Paper 1 Data Interpretation mock test with answers. Continue your preparation with the ICT mock test series, or revisit the full Unit 7 notes linked below if anything above still feels unclear.

Explore More on UGCNetHub

These questions are prepared by UGCNetHub based on established UGC NET Paper 1 exam patterns and are not reproduced from any official NTA paper. Always cross-check topic-level updates with the official syllabus released by the National Testing Agency (NTA).

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