KENTUCKY COUNCIL OF TEACHERS OF MATHEMATICS
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of mathematics students from kindergarten and beyond
 

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  • 29 Jul 2016 2:57 PM | Anonymous member (Administrator)

     

    Hello KCTM Members!  Please check out the Math Specific content in this month's Kentucky Teacher!  Special thanks to KCTM Vice-President, Kelly Lindsay.  Also, you can use this space to amplify your own teacher voice across the state! 

     

    Feature articles for July:

     

    It’s all about the ‘C’ in MDC by Leslie Texas

     

    Expanding opportunities for Kentucky students by Kelly Lindsay, Boone County Public Schools

     

    Also, the KDE mathematics team would like to include Kentucky educator voices in the newsletter each month. If you have incorporated formative assessment strategies in your classroom, please send your response to the following question to kdemath@education.ky.gov.

    How do you incorporate formative assessment strategies to improve student achievement and what guidance do you have for your colleagues regarding effective use of the formative assessment strategies?”

  • 05 May 2016 3:46 PM | Anonymous member (Administrator)

    Dear Members of the 2016 Senate Standing Committee on Education,

    I’m Jana Bryant, the advocacy chair the Kentucky Council of Teachers of Mathematics. I know that the Senate Education Committee is considering changes to the current academic standards, and I and my colleagues encourage you to reconsider those changes.  

    Attached, you’ll find a resolution in which we declare that we support the current math standards and their ability to ensure that Kentucky’s students are ready for college and career. I hope you take the time to read it and let me know if you have any questions. I would love to talk with you more about maintaining high standards for all students.

    Resolution of Ky Academic Standards_031416.pdf

    Jana Bryant, NBCT Mathematics

    2013‐2015 Hope Street Group KY Teaching Fellow,  2015‐2016 KEA Fellow, KCTM Advocacy Chair


  • 08 Apr 2016 11:40 AM | Anonymous member (Administrator)

    The popularity of Sudoku puzzles is evident across the US.  Also gaining momentum is the logic puzzle, KenKen®, invented in 2004 by Japanese mathematics teacher Tetsuya Miyamoto.  Derived from the Japanese word for cleverness, KenKen combines logical, simple arithmetic with combinatorial skills.  The puzzle was first published in the London Times in March 2008 and now appears in more than 40 newspapers including the New York Times. In 2016, the National Council of Teachers of Mathematics (NCTM) launched a free App to encourage the use of KenKen in grades 1-12.

    Overview & Objective of KenKen:

    The objective of KenKen is to fill in a grid with the digits 1 through n, where n is the number of rows or columns (# of rows = # of columns), such that:

    • Each row contains exactly one of each digit
    • Each column contains exactly one of each digit
    • Each bold-outlined group of cells is called a cage containing digits which achieve the specified result using the specified mathematical operation: addition (+), subtraction (−), multiplication (×), division (/ or ÷), and equal (=).
    • A digit can be repeated in a cage as long as it is not in the same row or column.

    Note: KenKen puzzles are commonly generated from square grid with dimensions 3x3 to 9x9. A KenKen puzzle of size 2x2 is of little value (why?).  Extension of the puzzle beyond 9x9 is certainly acceptable, presenting only the “difficulty” of calculating larger numbers and the potential need to record possible values to avoid confusion.  When introducing KenKen to students, it is often helpful to start with a 3x3 puzzle. (Sample 3x3 and 4x4 puzzles are located in the attached PDF.)

    Adaptations for KenKen in the Classroom

    Whether you are working with middle schoolers or college students, there are many ways to adapt the KenKen puzzles for a variety of ability levels. One such adaptation is called “No-Operations” (see puzzle #3 in the PDF). The “normal” KenKen rules apply to this puzzle, but the operation symbols next to the target numbers are omitted. Therefore, one must determine the mathematical operations for each cage in addition to solving the puzzle. 

    Another adaptation involves changing the puzzle digits.  For this variation, the puzzle digits change from the traditional digits (1 to n based on the size of grid). Otherwise, the normal KenKen rules apply to the puzzle. See puzzle #4 in the attached PDF for an example.

    The most challenging adapation includes a combination of two variations listed above; mathematical operations are not included in the puzzle, and the parameters of the acceptable digits are changed. This type of puzzle is especially interesting for advanced students and those at the collegiate level. Puzzle #5 is an example of such a variation.

    Additional Resources for KenKen

    http://www.kenken.com/

    http://www.nytimes.com/ref/crosswords/kenken.html

    http://www.mlsite.net/kenken/

    http://www.geometer.org/mathcircles/kenken.pdf


    KenKen in the Classroom:

    KenKen Classroom Program Sign-Up

    http://kenken.com/signup/teacher.php

    KenKen App (free) from NCTM

    https://itunes.apple.com/us/app/kenken/id1056750870?mt=8


    KenKen Puzzle Apps (free):

    iTunes

    https://itunes.apple.com/us/app/kenken-classic/id485694706?mt=8

    Google Play   

    https://play.google.com/store/apps/details?id=kenkenclassic.com&hl=en


    KenKen Puzzles March 2016.pdf

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