Imagine the scene: you’ve gone to see your GP. You’re in a packed waiting room, when the receptionist makes an announcement: “The doctor will see you now… all of you.” Instinctively you and your fellow patients form a queue, but the doctor doesn’t want to see you one-by-one, but simultaneously. It’s chaos, of course – people with different needs trying to explain their various problems all at the same time. To make matters worse, the doctor prescribes the same treatment to everyone.
What would be madness in healthcare is standard practice in education – one teacher teaching the same thing to a classroom full of children.
There are obvious reasons for the difference in approach. Above all, there’s the factor of time: for pupils, going to school is a full-time occupation; for all but the sickest patients, seeing a doctor isn’t. In contrast to the occasional ten minute slots that doctors can devote to individual patients, there aren’t remotely enough teacher-hours available to individually tutor every child.
But how much of a difference would it make if there were? In 1984, the educational psychologist Benjamin Bloom decided to find out. Studies were conducted comparing the performance of pupils who received personal tuition using ‘mastery learning’ techniques (i.e. totally nailing each bit of the curriculum before moving on to the next thing) with a control group receiving standard whole-class teaching.
The difference that the tuition made was huge – amounting to two standard deviations i.e. enough to take a mediocre pupil to the top of the class or thereabouts. The mathematical symbol for a standard deviation (a measure of how much variation there is from the average of a group of values) is the Greek letter sigma – hence the name for the phenomenon that Bloom discovered: the ‘2 sigma problem’.
It’s a ‘problem’ because it suggests that most children have the potential to do much, much better than most schools enable them to do.
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