Pumpkin Multiples
The above game (Pumpkin Multiples) is for the student that learns from a more constructivist theory. It is beneficial for their cognitive learning as it is a fast paced game which requires semantical thinking skills. It is beneficial for creative development as it is colourful and exciting for the children who play. They are also able to choose what level mathematics they will be playing.
Article: Translating constructivist theory into practice in primary-grade mathematics
From reading this article, one understands that the article is relating to teachers employing constructivist methods whilst teaching mathematics. The article’s purpose is to determine if the theories of constructivism are actually practiced in the classroom. The study involved eight female primary school teachers who considered themselves to be constructivist mathematics teachers. There were two teachers for each primary grade: K, 1, 2 & 3. There was an average of twenty students in each class. These teachers were interviewed and observed teaching, both with video cameras and on unannounced visits during mathematics lessons.
The results showed that there were four main themes that emerged from the teachers perceptions of the constructivist theory:
1)Learning is an active, constructive purpose
2)New knowledge is an active, constructive process
3)Autonomy is promoted
4)Social interaction is necessary for knowledge construction and active learning.
In their interviews the teachers were asked to explain what constructivism meant to them. One teacher said: knowledge comes from within the children. They construct it instead of the teacher being the holder of knowledge and giving it to the children.”
Personally, one believes that children do learn more effectively from constructivist teaching. Constructivism gives the children the ability to challenge themselves and learn through building upon their prior knowledge. This is very beneficial for the children’s academic learning as well as building their self-confidence as they realise that they can do things without being told all the answers. This is especially important in mathematics as the children are constantly building upon prior knowledge.
The study found that the children were actively involved in the learning process, used decision making skills to solve problems and questioned each other as well as the teacher.
In conclusion teachers need to be able to make decisions based on scientific research concernign effective teaching and learning. This concern will allow the teacher to tell others why and how they are employing certain instructional strategies in the classroom.