Small Schools, Tutoring, and Ohm's Law of Education
Last week MDRC released an impact study of New York's small public high school experiment that found graduation rates up by almost 10 percentage points--an enormous effect for such a large experiment. I also came across another experiment, in Florida, in which students who received tutoring demonstrated an astonishing 274-percent improvement on their reading assessments. In both cases, more concentrated attention from adults led to better student outcomes.
My first job in education was as a tutor, and those days had a profound impact on the way I operated as a classroom teacher. There's no leaving a student behind when it's just the two of you at the tutoring table--you find exactly where the hangup is and try every method you can to explain the material until you find the one that clicks. And after tutoring multiple students on the exact same material you quickly learn how individualized students' learning experiences are, ergo how individualized instruction needs to be.
So my challenge, and every educator's challenge, is to look across my classroom knowing that there are 25 individual learning experiences in front of me, and to figure out how to unlock each of them more or less simultaneously.
When you can't get feedback from each student on where they're missing you the way you can as a tutor, you have to learn to anticipate the common points of misconception. You try every modality you can think of. And formative assessment becomes your best friend.
When trying to figure out how to bring the 1-on-1 tutoring experience to 25 kids at a time, or as close to it as I could, as efficiently as I could, I came up with what I call Ohm's Law of Education.
Ohm's Law of Education is a modified version of Ohm's Law of Electricity, which states that electrical current across a medium (I) is equal to the electric potential (V) divided by the resistance of the medium (R). To generate more current, you can either increase the voltage or decrease the resistance.
Ohm's Law of Education takes the same principles to state that the "current" of student learning is a function of the capacity and distractions of the educational environment.
Capacity represents the richness of the learning environment and includes the teachers' knowledge of the content, their skill in helping students achieve the standards it sets out, the quality of the curriculum, and both the quality of learning opportunities and the time given to explore them.
On the other hand, distractions include classroom disruptions, student disengagement, lack of order, and a lot of things students bring with them to the classroom such as hunger, illness, stress, and sleep deprivation. These things dilute the power of any level of capacity, and learning suffers.
Even at the level of an individual teacher, we can see how capacity and distraction work together to determine teacher effectiveness. We can each probably remember at least one teacher in our educational career whose incredible knowledge was wasted on their students because he or she could not keep students engaged. Other teachers may not have added any value to the curriculum by way of knowledge or skill but helped us get the most out of books and worksheets by running a tight ship that minimized distraction.
This gets back to my challenge to bring tutoring-level learning to a full classroom. How do I maximize the capacity of the learning environment while trying to bring the level of distraction down to that of the tutoring table, where a drifting mind can be identified and brought back in a second, there are no peers to impress with buffoonery, and the lesson stays at the exact level of the student's mastery?
Within-classroom strategies like differentiation, individualization, blended learning, group learning all try to get at this precise problem, and I think they are successful to the extent that they can replicate the concentrated capacity of the tutoring experience.
Ohm's Law of Education is also the heart of school improvement. Where learning is the goal, reform efforts either seek to increase the capacity of the educational environment or decrease the distractions. These are the factors that determine the learning current.
My first job in education was as a tutor, and those days had a profound impact on the way I operated as a classroom teacher. There's no leaving a student behind when it's just the two of you at the tutoring table--you find exactly where the hangup is and try every method you can to explain the material until you find the one that clicks. And after tutoring multiple students on the exact same material you quickly learn how individualized students' learning experiences are, ergo how individualized instruction needs to be.
So my challenge, and every educator's challenge, is to look across my classroom knowing that there are 25 individual learning experiences in front of me, and to figure out how to unlock each of them more or less simultaneously.
When you can't get feedback from each student on where they're missing you the way you can as a tutor, you have to learn to anticipate the common points of misconception. You try every modality you can think of. And formative assessment becomes your best friend.
When trying to figure out how to bring the 1-on-1 tutoring experience to 25 kids at a time, or as close to it as I could, as efficiently as I could, I came up with what I call Ohm's Law of Education.
Ohm's Law of Education is a modified version of Ohm's Law of Electricity, which states that electrical current across a medium (I) is equal to the electric potential (V) divided by the resistance of the medium (R). To generate more current, you can either increase the voltage or decrease the resistance.
Ohm's Law of Education takes the same principles to state that the "current" of student learning is a function of the capacity and distractions of the educational environment.
Capacity represents the richness of the learning environment and includes the teachers' knowledge of the content, their skill in helping students achieve the standards it sets out, the quality of the curriculum, and both the quality of learning opportunities and the time given to explore them.
On the other hand, distractions include classroom disruptions, student disengagement, lack of order, and a lot of things students bring with them to the classroom such as hunger, illness, stress, and sleep deprivation. These things dilute the power of any level of capacity, and learning suffers.
Even at the level of an individual teacher, we can see how capacity and distraction work together to determine teacher effectiveness. We can each probably remember at least one teacher in our educational career whose incredible knowledge was wasted on their students because he or she could not keep students engaged. Other teachers may not have added any value to the curriculum by way of knowledge or skill but helped us get the most out of books and worksheets by running a tight ship that minimized distraction.
This gets back to my challenge to bring tutoring-level learning to a full classroom. How do I maximize the capacity of the learning environment while trying to bring the level of distraction down to that of the tutoring table, where a drifting mind can be identified and brought back in a second, there are no peers to impress with buffoonery, and the lesson stays at the exact level of the student's mastery?
Within-classroom strategies like differentiation, individualization, blended learning, group learning all try to get at this precise problem, and I think they are successful to the extent that they can replicate the concentrated capacity of the tutoring experience.
Ohm's Law of Education is also the heart of school improvement. Where learning is the goal, reform efforts either seek to increase the capacity of the educational environment or decrease the distractions. These are the factors that determine the learning current.