problem
1 out of 3
Data Matching
Age
14 to 18
Challenge level
1 out of 3
Use your skill and judgement to match the sets of random data.
problem
3 out of 3
Spread
Age
16 to 18
Challenge level
3 out of 3
Given the mean and standard deviation of a set of marks, what is the greatest number of candidates who could have scored 100%?
problem
2 out of 3
Maximum Scattering
Age
16 to 18
Challenge level
2 out of 3
Your data is a set of positive numbers. What is the maximum value that the standard deviation can take?
problem
2 out of 3
Distribution Differences
Age
14 to 16
Challenge level
2 out of 3
How could you compare different situations where something random happens? What sort of things might be the same? What might be different?