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Understanding Levels of Measurement

Total questions: 21

Worksheet time: 11mins

Name
Class
Date
1.

Which level of measurement is used for categorising data without any order or ranking? Eg: (such as male, female and blue, green, brown)

a)

Ordinal

b)

Nominal

c)

Interval

d)

Ratio

2.

Which level of measurement allows for the ranking of data but does not have a true zero point? Eg: (Very satisfied, unsatisfied, neutral, satisfied)

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

3.

Temperature in degrees Celsius is an example of which level of measurement? (Eg: Temperature: Measured in Fahrenheit or Celsius Credit Scores: Measured from 300 to 850)

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

4.

Which level of measurement includes a true zero point, allowing for the calculation of ratios? (Eg: Height: Can be measured in centimeters, inches, feet, etc. and cannot have a value below zero.)

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

5.

Which of the following is an example of nominal data?

a)

Height in centimetres

b)

Temperature in Celsius

c)

Types of fruit

d)

Test scores

6.

Which of the following is an example of ordinal data?

a)

Colours of cars

b)

Movie ratings (e.g., 1 star to 5 stars)

c)

Weight in kilograms

d)

Time in minutes

7.

Which of the following is an example of interval data?

a)

Number of students in a class

b)

Temperature in Kelvin

c)

Temperature in Celsius

d)

Distance in kilometres

8.

Which of the following is an example of ratio data?

a)

Gender

b)

Age in years

c)

Satisfaction level (e.g., satisfied, neutral, dissatisfied)

d)

Postal codes

9.

What type of data is represented by the following: "small, medium, large"?

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

10.

Which level of measurement is used for data that can be categorised and ranked, but the differences between ranks are not equal?

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

11.

Which level of measurement is used for data that can be categorised, ranked, and has equal intervals, but no true zero?

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

12.

Which level of measurement is used for data that can be categorised, ranked, has equal intervals, and a true zero?

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

13.

Which of the following is NOT a characteristic of ratio data?

a)

True zero point

b)

Equal intervals

c)

Can be categorised

d)

Cannot be ranked

14.

Which of the following is a characteristic of nominal data?

a)

Can be ranked

b)

Has a true zero

c)

Can be categorised

d)

Has equal intervals

15.

Which of the following is a characteristic of interval data?

a)

True zero point

b)

Can be categorised

c)

Equal intervals

d)

Cannot be ranked

16.

Which of the following is an example of interval data?

a)

Height in meters

b)

Temperature in Fahrenheit

c)

Number of siblings

d)

Types of cuisine

17.

Which level of measurement is used for data that can be categorised but not ranked?

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

18.

Which of the following is NOT a characteristic of interval data?

a)

Equal intervals

b)

True zero point

c)

Can be ranked

d)

Can be categorised

19.

Which of the following is NOT a characteristic of nominal data?

a)

Can be categorised

b)

Has a true zero

c)

Cannot be ranked

d)

Has equal intervals

20.

Which of the following is an example of ordinal data?

a)

Types of animals

b)

Grades in school (A, B, C, D)

c)

Temperature in Kelvin

d)

Distance in miles

21.

Which level of measurement is used for data that can be ranked but does not have equal intervals?

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio