Dyscalculia Essay

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In modern society, we are faced with an increased demand for college graduates with a variety of skills. In order to meet the demands of an ever changing job market, we must be skilled in subjects such as math, reading and science. One subject that needs to be addressed is math. We use arithmetic to calculate numbers, exchange money and understand math concepts. That is why it is imperative that educators reach out to students with Dyscalculia with strategies, such as explicit instruction to help students overcome their problems in math. I will examine dyscalculia, its effect on the individual’s education and interventional approaches used to mitigate its effects. Furthermore, research has been done to examine the statistics of students with …show more content…

This representation is called preverbal number knowledge, which occurs during infancy. Preverbal number knowledge occurs when children begin representing numbers without instruction. For instance, children may be familiar with one or two object groupings, but as they learn strategies, such as counting they can work with even larger numbers. As stated in Socioeconomic Variation, Number Competence, and Mathematics Learning Difficulties in Young Children “Thus only when children learn the count list and the cardinal meanings of the count words, are they able to represent numbers larger than four” (Jordan & Levine 2009, pp.61). Typical development occurs along a continuum where children develop numerical sense, represent numbers and then begin to understand the value of the numbers. These components are required when differentiating numbers and …show more content…

In contrast, students with dyscalculia often use a count all method when working with math problems. As stated in Socioeconomic Variation, Number Competence, and Mathematics Learning Difficulties in Young Children “Young children who develop mathematical learning difficulties rely on the more basic “count all” finger strategies for extended periods…thus make frequent counting errors while adding and subtracting” (Jordan & Levine 2009, pp.63). Students with dyscalculia approach problems in a similar fashion and do not use effective strategies when working with numbers. As a result, they tend to take long periods of time to figure a problem and make mistakes when counting. On the other hand, students who use effective strategies, such as grouping when doing addition or subtraction are more likely to arrive at the correct

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