Final answer:
The three levels of measurement in mathematics are nominal, ordinal, and interval. Nominal level involves classifying data into categories, ordinal level involves ordering data, and interval level involves ordering data with meaningful differences but no true zero point.
Step-by-step explanation:
The three levels of measurement are nominal, ordinal, and interval.
1. Nominal: This level of measurement involves classifying data into categories. Examples of nominal measurement are:
Colors of crayons in a 24-crayon box: red, blue, green
Favorite foods: pizza, sushi, hamburgers
2. Ordinal: This level of measurement involves ordering data, but the differences between values are not meaningful. Examples of ordinal measurement are:
High school soccer players classified by athletic ability: superior, average, above average
Ranks of students in a class: first, second, third
3. Interval: This level of measurement involves ordering data and the differences between values have meaning, but there is no true zero point. Examples of interval measurement are:
Baking temperatures for main dishes: 350°F, 400°F, 325°F
Temperature on a Celsius scale: 20°C, 25°C, 30°C