I have finally reached the last semester of my teaching program. During this last year, I have had the opportunity to teach in my own classroom. I had a lot of thoughts about my own personal teaching style before the school year started. As the year goes on, my teaching style have only evolved. Here are a few of the "rock star" theorists I have been taking ideas from during this first year.
Jean Piaget
Piaget is often cited as the founder of the social constructivist theory. He laid out the ground work for constructivism by identifying four stages of cognitive development: sensorimotor, preoperational, concrete operational, and formal operational. Each stage is outlined in greater detail below.
Lev Vygotsky
From there, Lev Vygotsky built on Piaget's theory to factor in students' prior knowledge. Vygotsky developed the Zone of Proximal Development (ZPD) to show that there are three categories of knowledge. The first is what the learner can already do without any help. For example, in algebra 2, students should be able to solve multi-step equations without any help. The second category (also known as the ZPD) is what the learner can do with guidance from a teacher. In algebra 2, I help students apply their prior knowledge of solving multi-step equations to solve radical equations. They are similar enough to a regular multi-step equation they would see in algebra 1, but complex enough that I need to show them how to solve for an unknown when a radical is involved. Lastly, Vygotsky realizes that there are things that learners cannot do. My example in algebra 2 is taking the derivative of a radical. In the scope of the class, students do not learn how to take derivatives and it is likely something they will not be required to learn during their high-school careers.
Jerome Bruner
I mention Piaget and Vygotsky because their work laid the foundation for theorist Jerome Bruner. Bruner built on the social constructivist theory by introducing the idea of scaffolding. Instructional scaffolding, much like scaffolding on a building during construction, provides students with "steps" to build their understanding of a more complex topic (TeachThought, 2020). As I mentioned in my example earlier, students are expected to have mastered solving multi-step equations once they reach algebra 2, but that does not mean that they can remember how to do it on the spot. When I teach students how to solve radical equations, I have them practice solving some simple equations before the lesson.
Before my classroom experience, I considered myself a constructivist and took a lot of ideas from Piaget and Vygotsky. However, when I entered the classroom, I found that I needed to take a much more practical approach to constructivism. I found a happy medium with Bruner's theory and instructional scaffolding. I am a big believer in scaffolding lessons for my students, and so far it has worked very well.
Jean Piaget
Piaget is often cited as the founder of the social constructivist theory. He laid out the ground work for constructivism by identifying four stages of cognitive development: sensorimotor, preoperational, concrete operational, and formal operational. Each stage is outlined in greater detail below.
Lev Vygotsky
From there, Lev Vygotsky built on Piaget's theory to factor in students' prior knowledge. Vygotsky developed the Zone of Proximal Development (ZPD) to show that there are three categories of knowledge. The first is what the learner can already do without any help. For example, in algebra 2, students should be able to solve multi-step equations without any help. The second category (also known as the ZPD) is what the learner can do with guidance from a teacher. In algebra 2, I help students apply their prior knowledge of solving multi-step equations to solve radical equations. They are similar enough to a regular multi-step equation they would see in algebra 1, but complex enough that I need to show them how to solve for an unknown when a radical is involved. Lastly, Vygotsky realizes that there are things that learners cannot do. My example in algebra 2 is taking the derivative of a radical. In the scope of the class, students do not learn how to take derivatives and it is likely something they will not be required to learn during their high-school careers.
Jerome Bruner
I mention Piaget and Vygotsky because their work laid the foundation for theorist Jerome Bruner. Bruner built on the social constructivist theory by introducing the idea of scaffolding. Instructional scaffolding, much like scaffolding on a building during construction, provides students with "steps" to build their understanding of a more complex topic (TeachThought, 2020). As I mentioned in my example earlier, students are expected to have mastered solving multi-step equations once they reach algebra 2, but that does not mean that they can remember how to do it on the spot. When I teach students how to solve radical equations, I have them practice solving some simple equations before the lesson.
Before my classroom experience, I considered myself a constructivist and took a lot of ideas from Piaget and Vygotsky. However, when I entered the classroom, I found that I needed to take a much more practical approach to constructivism. I found a happy medium with Bruner's theory and instructional scaffolding. I am a big believer in scaffolding lessons for my students, and so far it has worked very well.
Reference
TeachThought.
(2020, February 8). Learning Theories: Jerome Bruner on The Scaffolding of
Learning. Retrieved from https://www.teachthought.com/learning/learning-theories-jerome-bruner-scaffolding-learning/

