Jean Piaget and Jerome Bruner are theorists that devised ideas that have had an influential effect on the teaching and learning in primary schools and can each be linked to that of Primary Mathematics. Bruner discussed the importance of social interaction as well as three Stages of Representation (Turner S. and Turner L. 2013 pp.104-105). Instructor and Hurst, M. (2003) describes these: the first, Enactive, is when children learn through physical actions …show more content…
The most interesting difference, in my opinion, however, is their view on the use of physical manipulatives. Piaget suggests that learning and developing with the aid of physical objects stops at the age of 4 Learning-T (2014) and he does not appear to continue any emphasis on resources after this age. In my opinion, the use of stimulants is often very useful, even far past the age of 4. I, myself, still find the likes of counters and blocks helpful when doing mathematics, as it often depends on the type of learner one is. Alternatively to Piaget’s idea, Bruner has been know to promote the use of objects throughout education, and carried out several investigations in order to prove that they are of use when helping children to grasp new ideas, especially within mathematics (Kosko, K. W., & Wilkins, J. M., 2010). However, the idea that both theorists do include the concept of stimulants in their arguments suggests manipulatives are important for teaching and learning. I have witnessed many activities throughout my experience in …show more content…
Their ideas of the stages can also be useful as a teacher when working with various age groups. The theories can be used to consider what learning style might work best for the age group I am teaching, in my future career, and I will be sure to use objects to aid learning wherever possible. Additionally, however, I will also remember that not all children develop at exactly the same rate and may not adhere to the stages set out by Bruner and Piaget which, fortunately, is something Piaget himself also considered (Rains, J. R., Kelly, C. c., & Durham, R. L.,