How to Not Go Crazy from Fractions and Decimals [Premium]

How to Not Go Crazy from Fractions and Decimals [Premium]

Fractions and decimals can drive a lot of us crazy. After learning “big” or “long numbers” are larger, suddenly fractions and decimals come along to flip these assumptions upside-down. For dyslexic students, care must be taken at the first step of understanding the equivalences among the different representations of fractions and decimals before moving onto calculations.   WHY STUDENTS MAY STRUGGLE WITH FRACTIONS AND DECIMALS Creative Maths has a nice summary of why decimals are so difficult. An excerpt: “Without zero, 2001 and 201 and 21 would all look the same! From early on we recognize that longer numbers represent larger quantities. We know that a salary with lots of zeroes is better than one with only a few. $1000000 is more than $200 even […]

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Dyslexic Advantage Premium – Issue 11 Organizing Creativity [Premium]

Dyslexic Advantage Premium – Issue 11 Organizing Creativity [Premium]

 Premium Issue 11 October 29, 2016 Organizing Creativity, Stealth Dyslexia, Dyslexia and Self Image, Memorizing for School, What Worked for 2E Gifted Dyslexics, Art Therapy for Dysgraphia, Hands-On Math for Fractions, More Interactive Reading Strategies, Mastering Foreign Languages and More This issue has memory strategies that seem to be helpful for a majority of dyslexic folk – whether it’s history facts, science vocabulary, or foreign languages. Subscriptions support Dyslexic Advantage.     [/wcm_restrict]

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[Premium] Math Journal Club: Strategic Instruction for Fractions

[Premium] Math Journal Club: Strategic Instruction for Fractions

This past week, researchers published an interesting study that suggested that students should receive explicit instructions about why certain approaches are chosen for certain types of math programs. As it turns out, studies of  strategic math instruction seems to especially benefit students with “learning disabilities.” This approach should be valuable to students with dyslexia because rather than having to memorize multiple steps of math problem solving, they learn to recognize the different categories of problems that are presented giving them the opportunity to choose the approach that is best for them. Rather than presenting with a large quantity of math problems that they are left to solve on their own, students are first divided into groups depending on how they initially choose to solve a problem. Rather […]

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