Range Calculation Quiz: Calculating Range from Data Lists

  • 6th Grade
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| By Thames
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Quizzes Created: 7682 | Total Attempts: 9,547,133
| Questions: 20 | Updated: Dec 16, 2025
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1) What is the range of the test scores: 70, 75, 80, 85, 90?

Explanation

The range is found by subtracting the smallest score from the largest one. Here the largest is 90 and the smallest is 70, and 90 minus 70 gives 20.

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About This Quiz
Range Calculation Quiz: Calculating Range From Data Lists - Quiz

How much can a data set really stretch? This quiz helps you explore range by comparing the highest and lowest values in different lists. You’ll see how spread affects interpretation and why range is one of the simplest ways to understand variation. Try the questions and get comfortable identifying how... see morewide a set of numbers can go.
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2) Find the range of 12, 18, 20, 25, 27. Range = ___

Explanation

To find the range, compare the largest value, 27, with the smallest value, 12. The difference 27 minus 12 is 15, so the range is 15.

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3) Find the range of the data set: 56, 62, 68, 71, 74.

Explanation

Range is the difference between the highest and lowest numbers. The highest here is 74 and the lowest is 56, so the range is 74 minus 56, which is 18.

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4) Select all data sets with a range of 0.

Explanation

A data set has a range of 0 only when all numbers are exactly the same. Sets like 8, 8, 8 and 14, 14, 9 have no difference between largest and smallest, so the range is 0.

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5) What is the range of: 92, 93, 94, 95, 96?

Explanation

The highest value is 96 and the lowest is 92. Subtracting them gives 4, so the range is 4.

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6) Adding 5 to every score increases the range by 5.

Explanation

Adding the same number to every value shifts the entire set upward evenly. Since both the largest and smallest increase by the same amount, the range stays exactly the same.

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7) Calculate the range for: 40, 55, 60, 65, 100.

Explanation

The smallest number in the set is 40 and the largest is 100. The difference 100 minus 40 is 60, so the range is 60.

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8) Select all data sets where the range is greater than 20.

Explanation

For each set, check the biggest minus the smallest. In 5, 25, 35 the range is 30, and in 0, 22, 45 the range is 45, which are both greater than 20.

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9) What is the range of: 12, 12, 12, 12?

Explanation

Every value is 12, so the difference between the largest and smallest is zero. When all values are identical, the range must be 0.

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10) The range of 100, 80, 90 is 30.

Explanation

The largest number is 100 and the smallest is 80, so the range is 20. The statement says 30, which does not match, so it is false.

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11) Find the range of: −5, 0, 5, 10.

Explanation

The smallest value is −5 and the largest is 10. Subtracting gives 10 minus (−5), which equals 15, so the range is 15.

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12) Find the range of 45, 59, 61, 62, 75. Range = ___

Explanation

Here, the lowest value is 45 and the highest is 75. The difference 75 minus 45 is 30.

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13) What is the range of: 33, 37, 45, 52?

Explanation

The smallest number is 33 and the largest is 52, giving a difference of 19 for the range.

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14) Calculate the range for: 88, 70, 74, 90, 91.

Explanation

The lowest value is 70 and the highest is 91. Subtracting gives a range of 21

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15) Select all data sets that have a range of 10.

Explanation

To check for a range of 10, look at the difference between the highest and lowest in each set. For example, 20 to 30 changes by 10, 7 to 17 changes by 10, and 90 to 100 changes by 10.

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16) Find the range of 0, 0, 0, 0. Range = ___

Explanation

All values are zero, so the largest and smallest are the same. The difference is 0, giving a range of 0.

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17) Select all data sets that have a range of 8.

Explanation

Each set must have a difference of 8 between the highest and lowest. For example, 3 to 11 is 8, 50 to 58 is 8, and 0 to 8 is also 8.

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18) The range of 15, 22, 19, 30 is 15.

Explanation

The smallest number is 15 and the largest is 30. The difference is 15, so the statement is true.

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19) Find the range of −3, 4, 10, −1. Range = ___

Explanation

The minimum value is −3 and the maximum is 10. Subtracting gives 10 minus (−3) which equals 13, so the range is 13.

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20) If two classes have same mean but different ranges, larger range = more variability.

Explanation

When two classes have the same mean but one has a larger range, the class with the larger range has scores spread out more widely. A bigger range always means more variability.

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What is the range of the test scores: 70, 75, 80, 85, 90?
Find the range of 12, 18, 20, 25, 27. Range = ___
Find the range of the data set: 56, 62, 68, 71, 74.
Select all data sets with a range of 0.
What is the range of: 92, 93, 94, 95, 96?
Adding 5 to every score increases the range by 5.
Calculate the range for: 40, 55, 60, 65, 100.
Select all data sets where the range is greater than 20.
What is the range of: 12, 12, 12, 12?
The range of 100, 80, 90 is 30.
Find the range of: −5, 0, 5, 10.
Find the range of 45, 59, 61, 62, 75. Range = ___
What is the range of: 33, 37, 45, 52?
Calculate the range for: 88, 70, 74, 90, 91.
Select all data sets that have a range of 10.
Find the range of 0, 0, 0, 0. Range = ___
Select all data sets that have a range of 8.
The range of 15, 22, 19, 30 is 15.
Find the range of −3, 4, 10, −1. Range = ___
If two classes have same mean but different ranges, larger range =...
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