Lesson 2c.04
2c.04 Compare different data sets using appropriate calculated or given measure of spread:... Quiz: Pearson Edexcel Statistics, Unit 2
20 questions
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Lesson 2c.04, Compare different data sets using appropriate calculated or given measure of spread:...: 20 multiple choice questions for the Pearson Edexcel GCSE Statistics (1ST0), Unit 2: Processing, representing and analysing data, written with Revision Ninja.
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The 20 questions
-
Which measure of spread should be paired with the median?
- Mode
- IQR
- Mean
- Standard deviation
-
Set A has range 40 and IQR 10. Set B has range 25 and IQR 15. Which set has more spread in the middle 50%?
- Set B
- Set A
- They are equal
- Cannot tell
-
Set A has range 40 and set B has range 25. Which set has greater overall spread?
- Cannot tell
- Set A
- They are equal
- Set B
-
Which standard deviation indicates a greater spread about the mean?
- 5
- 8
- 3
- 0
-
What does a larger interquartile range indicate about the middle half of a data set?
- Greater spread
- Smaller range
- Lower average
- Higher median
-
Set X has LQ 20 and UQ 30. Set Y has LQ 25 and UQ 45. Which set is more spread out in the middle half?
- Cannot tell
- Set Y
- They are equal
- Set X
-
If two data sets have different medians and similar IQRs, what does this show?
- Equal ranges
- Different centres
- Identical data
- Different spreads
-
Why should the range be used with caution when comparing data sets?
- Always equals zero
- Ignores middle values
- Affected by extremes
- Only uses quartiles
-
Set P has range 100 and IQR 4. Set Q has range 20 and IQR 6. Which set probably has a single extreme value?
- Neither
- Both
- Set P
- Set Q
-
Set B has a median of 35 and IQR of 12. Set A has median 30 and IQR 4. Which set is more variable in the middle half?
- Set A
- Both equal
- Set B
- Neither
-
Rainfall in one town ranges from 0 to 100 and in another from 40 to 60. Which is more consistent?
- They are equal
- Cannot tell
- The 0 to 100 set
- The 40 to 60 set
-
Set A has LQ 5 and UQ 15. Set B has LQ 10 and UQ 20. Which has the larger IQR?
- Set A
- Set B
- Cannot tell
- They are equal
-
What is best practice when choosing a measure of spread to compare two data sets?
- Always use IQR
- Use the larger range
- Always use standard deviation
- Use the same measure
-
Which two values bound the middle half of a data set when reporting the median?
- Min and max
- Quartiles
- Range and IQR
- Mean and mode
-
If two data sets have equal ranges, what can be said about their interquartile ranges?
- May differ
- Must be equal
- Must be zero
- Must be larger
-
Higher tier: set A has SD 2.5 and set B has SD 4.8, with the same mean. Which has greater spread?
- Set A
- Cannot tell
- They are equal
- Set B
-
Equal IQRs with a significantly larger range in set B suggests what feature in set B?
- Extreme values
- Fewer data points
- Normal distribution
- Smaller median
-
Higher tier: set X has 10th percentile 4 and 90th percentile 24. Set Y has 10th percentile 6 and 90th percentile 16. Which set has more spread across the central 80%?
- Set Y
- Set X
- Cannot tell
- They are equal
-
Two sets have equal IQRs of 14 but different medians of 50 and 80. What is equal?
- Overall range
- Middle-half spread
- Central tendency
- Maximum values
-
Two sets have the same IQR but very different outliers. Which spread measure would reveal the outlier difference?
- IQR
- Range
- Mode
- Median
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