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Implication of jean piaget theory in education
Essays on importance of Piaget's Theory in education
Implication of jean piaget theory in education
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Whilst on placement, in an early years setting, I observed a group of children learning the mathematical skills of adding, subtracting, multiplying and dividing; through a series of interactive activities. The first method I observed was an activity (that covered adding, subtracting and multiplication) that used different coloured counters. Upon being given fifteen red counters, the children were asked to count them. After this, the teacher then asked the children to work out what was the highest and lowest value that they could make by adding the counters together; the answer being 15 and 2. After the children figured out the answers to this simple puzzle, they were given ten blue counters and were asked to again find the highest and lowest value, but this time by multiplying the total number of the blue counters (ten) to the red counters (in any quantity). This left the children with fifteen multiplication questions to write down and answer in their workbooks.
Vygotsky’s theory of scaffolding (which was developed further by Bruner) could be linked in to this activity as the children as a whole were given support with the first multiplication task, with the teacher answering the first question for them; leaving them to find the highest value (Gredler, 2012). Further scaffolding was evident as the pupils are placed on their tables according to what level they’re currently learning at. For example, the table with the pupils who are most challenged by mathematics were given a worksheet with all of the questions written down for them: leaving them with the task of answering the questions. However, it could be argued that more support could have been useful, as the difficult part about the maths activity was having to answer the que...
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...). Piaget's Theory of Learning. Interdisciplinary Journal of Contemporary Research in Business, 4(9), pp. 106-129.
• Doherty, J. and Hughes, M. (2009) Child Development. Theory and Practice 0-11. Essex: Pearson Education Limited, p. 256.
• Dowling, M (2013). Young Children’s Thinking. London: SAGE Publications, p. 71
• Gredler, M. (2012). Understanding Vygotsky for the Classroom: Is It Too Late? Educational Psychology Review. 24 (1), pp. 113-131.
• Nutbrown, C. (2006) Threads of Thinking. Young Children Learning and the Role of Early Education. London: Sage Publications.
• Penn, H. (2008) Early Childhood. Issues and Controversies. Maidenhead: Open University Press.
• Staddon, J. and Cerutti, D. (2003) Operant conditioning. Annual Review of Psychology [online]. Vol. 50, pp.115-114 [Accessed 31 Jan 2006]. Available at: .
A contemporary of Piaget from the 1930’s, Lev Vygotsky ( a Russian psychologist and philosopher) was generally connected with the social constructivist theory. He underscores the impact of cultural and social settings in learning and supports a discovery model of learning. This kind of model places the educator in a dynamic role while the students' mental capacities naturally develop through multiple paths of discovery (Lev Vytgosky, n.d.).
Different learning methods are being taught by teachers to teach mathematic skills to 2nd graders in today’s classroom, but only certain learning methods can enhance the learning experience for the students. Sooner or later, this could help students to build a solid foundation for their mathematic skill and succeed in their future academic school years. Learning methods that included all three of the major models such as: auditory, visual and sense of touch tend to be more effective than those learning methods that just included one or two major models in developing mathematic skills for 2nd grade students.
Every student in an educator’s class is going to come with knowledge on all different types of views of the world, so it is important that teachers encourage their children to share these viewpoints with others in the class. For example, a first grade teacher wants to talk about the speed of objects, so she pairs off her students and has them create paper airplanes. Since each child has most likely made or seen another person make a paper airplane, they already have an idea of how to begin. The trick to this; however, is that both students may have a different idea on how to make this paper airplane, so they will have to learn from each other’s past experiences in order to successfully complete the task at hand. This idea of incorporating differing viewpoints supports Vygotsky’s theory that children learn from their experiences in the world. By accepting another person’s viewpoint on making a paper airplane, a student will be able to add those ideas to their previously constructed knowledge, which supports Piaget’s theory of children accommodating new information into their existing
Understanding children’s mathematics involves more than understanding the relevant mathematical concepts from teacher’s point view. It also involves knowing about how children develop the concepts and how they get engaged when having a maths lesson. Some children dislike mathematics because they couldn’t understand the right way to solve a problem, leading them to lose interest and thinking that ‘I’m not going to do it because I just don’t know how to do it’. It is believed that when children’s literature and mathematics are integrated in a meaningful and interactive way, students will understand the mathematics concepts efficiently and will sustain the knowledge. David Whitin says, "Using math related children's literature can help children realize the variety of situations in which people use mathematics for real purposes" (1994)
Perspectives of teaching and learning have many effects on what children are to learn (McDevitt & Ormrod, 2010). Two theories Piaget’s and Vygotsky theories of cognitive development are going to show perspectives of teaching though the benefits, limitations and implications to the theory of perspectives in teaching and learning. Both Vygotsky and Piaget show perspectives of teaching and learning in different methods to children’s development throughout this essay. Piaget is about children building blocks, having action sequences and children learning independently but will effective teaching and learning help children gain knowledge. Vygotsky is about no ...
Moyles, J (2007) Beginning Teaching Beginning Learning in Primary Education, 3rd ed. London: Open University Press
Sherley, B., Clark, M. & Higgins, J. (2008) School readiness: what do teachers expect of children in mathematics on school entry?, in Goos, M., Brown, R. & Makar, K. (eds.) Mathematics education research: navigating: proceedings of the 31st annual conference of the Mathematics Education Research Group of Australia, Brisbane, Qld: MERGA INC., pp.461-465.
Wood, A. E., Wood, E. G., & Boyd, D. (2007). Child development: The world of psychology.
Skemp, R (2002). Mathematics in the Primary School. 2nd ed. London: Taylor and Francis .
Operant conditioning also known at times as instrumental conditioning is a learning methodology that occurs via punishments or rewards in behaviourism. Operant conditioning links an individual’s behaviour with punishment and rewards for a certain behaviour. This operant conditioning theory by Skinner suggests that motivations and thoughts that occur internally should not be used to define behaviourism but should look at external causes of human behaviour (Skinner, 1974).
Problem solving within mathematics is important as children need to apply and transfer their learning of how to solve calculations into everyday situations. Enabling children to deduce what algorithm is required in a given situation is important as the way in which a problem is approached (NCTM, 1989) is an essential skill, in addition to arriving at a correct answer. Furthermore the NCTM (1980) recognised that teaching problem solving to children develops their skills and knowledge that are used in everyday life whereby the inquiring mind, tenacity and receptiveness to problems are developed.
Research has shown that ‘structured’ math lessons in early childhood are premature and can be detrimental to proper brain development for the young child, actually interfering with concept development (Gromicko, 2011). Children’s experiences in mathematics should reflect learning in a fun and natural way. The main focus of this essay is to show the effectiveness of applying learning theories by Piaget, Vygotsky and Bruner and their relation to the active learning of basic concepts in maths. The theories represent Piaget’s Cognitivism, Vygotsky’s Social Cognitive and Bruner’s Constructivism. Based on my research and analysis, comparisons will be made to the theories presented and their overall impact on promoting mathematical capabilities in children. (ECFS 2009: Unit 5)
Cook, J. L., & Cook, G. (2009). Child Development: Principles and Perspectives (2nd ed.). Boston: Pearson Education.
As a teacher I hope to keep the students interested and make them realize just how important math can be in someone’s life. Showing both a skill and drill approach and giving them the ability to critically think will help me prepare my student for the real world and show them that they can achieve a lot more than just giving me the simple answer of what two plus two
...tive to individual differences is key to students especially that speak English as a second language. Every child’s rate of development varies so we must plan lessons to suit the needs of every student and create personal goals. Piaget believed that cognitive development involved enrichment of general operations such as conversations that can be uses as a tool to help solve problems. He suggested that student’s should be provided with options for exploration and discovery to assist experiences of operations and growth