It's summer-time and time to get some reading done! Myself and my Tools for Teaching Teens collaborators are going to read and review Differentiation and the Brain, How Neuroscience Supports the Learner-Friendly Classroom , by David A. Sousa and Carol Ann Tomlinson.We will each be reviewing different chapters, and those blog posts will be linked together as we go. If you're interested in learning more about this book, check back and follow the links to the different chapters:) I'm going to give a quick review of the book introduction here, and then later today I'll be reviewing Chapter 1. According to the authors, differentiation is brain-friendly and brain-compatible! They describe the rise, fall, and rise of differentiation, starting with the one-room schoolhouses, where teachers taught all subjects to all students, of all ages, and HAD to differentiate - there was no other way! As the country's population grew, public schools grew, and students were separat...
Good idea, Ellie.the, "I tried my best..." explanation always kills me. (Sorry, not trying to advertise but I don't know how to give this to you any other way.) If you'd like, stop over at my store (Pamela Kranz) and grab my free Become a Math Lawyer, Defend Your Answer poster/label set. It broke my 6th graders of the I-don't-know-but-it-looks-right routine. :) Good luck!
ReplyDeleteThanks, Pam, I'll check it out!
ReplyDeleteMy students always mix up the rules with decimals/fractions/integers operations. It is important to teach them the reasons why instead of just the rules. Like you said, they need number sense. When you add decimals, you are adding place values. When you multiply 2.7 x 2.4, you are making 2.7 groups of 2.4 and estimating helps determine your answer.
ReplyDeleteInteresting way to put this! I've got a year to rethink my decimal operations unit.