Friday, May 23, 2014

EDM :Students develop own Algorithms




“During the early phases of learning an operation, Everyday Mathematics encourages children to invent their own algorithms before they develop or learn systematic procedures for problem solving.” – EDM Teachers Reference Manual


Who Write This Stuff???

Math is a science, not art!

“…students are presented with real life problems in the belief that they will learn what is needed of them. While adherents believe that such an approach teaches “mathematical thinking” rather than dull routine skills, some mathematicians have likened it to teaching someone to play water polo without first teaching him how to swim” – The New A-Maze-ing Approach to Math (Garelick, 2005)  

The more I look into it, the more I think Everyday Math was developed as a joke.  Sadly, our children are the ones suffering from this failure of a program. 

The ideal learning method would involve direct instruction which is described below by Nicole Stouffer:

Direct Instruction:
A method that is specifically designed to enhance academic learning time. Direct instruction does not assume that students will develop insights on their own. Instead, direct instruction takes learners through the steps of learning systematically, helping them see both the purpose and the result of each step. When teachers explain exactly what students are expected to learn, and demonstrate the steps needed to accomplish a particular academic task, students are likely to use their time more effectively and to learn more.

The basic components of direct instruction are:
  • Setting clear goals for students and making sure they understand these goals.
  • Presenting a sequence of well-organized assignments.
  • Giving students clear, concise explanations and illustrations of the subject matter.
  • Asking frequent questions to see if the students understand the work.
  • Giving students frequent opportunities to practice what they have learned.

The National Math Panel Report
Recommendation # 1


The curriculum for grades K-8 should be streamlined. It should follow a coherent progression with emphasis on mastery of key topics, there should be a focus on the critical foundations for algebra, and any approach that continually revisits topics without closure should be avoided.