TYPES OF LEARNING TO UNDERSTAND CONCEPTS

People use different kind of learning to understand concepts. For example, people use discovering learning, inquiry learning and analogue learning. Discovery learning involves the discovery of new concepts. For example, students might want to discover how cells function. In this case, students   ask questions   and develop experiments to learn more. Also, the students collect data and interpret it using various techniques. After  collecting  the  data, the  students  communicate  the  results  to  their  friends  and  other  people   who  are  interested. Apart from discovery learning, students use inquiry learning to learn. Inquiry learning is different from discovery learning. This is because the teacher is involved in the learning process. Teachers play an important role in inquiry learning. This is because they help students explain the scientific concepts. Most  of  the  students  are not  able  to  explain the  scientific  concepts  when using  inquiry learning. For instance, the students cannot explain blood circulation. In this  case, teachers  are  supposed  to  equip  the  learners  with  adequate  knowledge  so  as to be able  to understand  the concept. Also, the teachers help students   explain the concepts.

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Many teachers are not able to help the learners differentiate the scientific concepts. The teachers use an analogy to help students differentiate scientific concepts.  Analogies and models are important inquiry tools. This is because the tools use   different situations evidenced on our daily lives to explain complex concepts. Analogue models   are  models  that  are  used  to  explain objects  that  cannot be  observed  and  processes. For example, the analogue models can be used to explain the structure of a DNA. The event  is referred  to as an analogue  while  the  scientific  idea  being  explained  is  known as a  target. There are different types of analogues. That is ‘shared attributes’ and ‘unshared attributes’. Analogues that are effective have shared attributes. Analogies can be grouped into different categories. That is ‘simple analogy’ and ‘enriched analogy’. Another category is ‘extended analogies’ (Keith, Stiglet &Richland, 2004).


Apart from being used to solve scientific problems, analogies are used to teach mathematics. Most teachers use analogies to teach mathematics. In addition, students use analogies to learn and explain mathematic concepts. Analogical reasoning  consists  of various  steps  that  can be used  to process  original information  and  produce  the capacity  to learn and transmit knowledge  acquired  to  targets  that  are not  familiar. The same concept has been used to learn mathematics. Analogical reasoning is used in learning abstract concepts in mathematics and solving problems. Mathematics  has a formal  structure  and this makes  it  easy  to  use  analogical  learning  to  learn mathematical  concepts. Mathematics has an abstract structure and the relationships are the same. The analogical learning has been used to help students learn mathematical concepts. Students  might not be able  to  show the  similarity between  ‘additional  of numbers’  and  ‘addition  of  variables’ as they  seem  different. However,  the  students  might be able  to see the similarity between the addition  of numbers  and  variables  after  getting  help from the teacher. The information gathered from the ‘addition of numbers’ in the class can be used to add variables.


The analogical learning has helped me understand   different concepts in mathematics. For example, they have helped me understand the addition of variables.  Moreover, the knowledge acquired in one chapter was used to understand other chapters. This is   because the chapters had a similar structure. In this case, analog allows one to indetify the source   and the target. The source is   always known, but the target is not known. The information gotten from the source is used in understanding the target through mapping. Mapping  in analog  learning  refers  to the  process of  aligning  inferences   between the  source  and  the  target. It also  refers  to the  process  of getting  inferences  from the  source  and  using them  in the  target  object. Most students learning mathematics have used the mapping process. The students have used mapping to understand different concepts. The students have to use prior experiences in the class to comprehend new concepts.  The  teacher  helps  the  students  understand  the  concept  from the source  by providing  explanations  and then  allowing  students  to use  what  they  have  learned  to  solve   different  problems(Keith, Stiglet &Richland, 2004).


I used analogy learning in solving mathematical problems. The  teacher  had  given  various  problems  and  then provided  solutions  to  them. For  instance, the  teacher  asked the  students  to  find  the  square root  of five  squared  and provided the  answer  as five. After  that  the  teacher  asked  the  students  to  determine  the  squared root  of seven  squared. So, the  students  had to use  the knowledge  gathered  from the  previous  example  to  solve  the problem. Solving  the  problem  could  have  been  difficulty  if the  teacher  had not provided the  necessary  help. This is because the learners could not have any experience to solve the problems. In conclusion, analog leaning has played an important role in understanding mathematics, though there is no adequate information about it. Teachers and students have relied on the method to solve mathematics problems for many years (Keith, Stiglet &Richland, 2004).


Reference


 Keith,H.J.,Stiglet,J.W.,&Richland,L.E.(2004).Analogy use  in eight grade mathematics classroom. Cognition  and instruction, vol 22, issue no 1, p37-60





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