I do hope you all have had a great week, and plan to have a wonderful Easter break. As I thought about what to discuss this week, I realized that mathematics should be the topic. To start this off right, how many of you know how to do LogRhythms? Do you even know what it looks like or the steps/rules you will need to know to solve the problem? (See picture below) I would not be surprised if a few of you could not answer this question. To be honest before this semester I had no clue what a LogRhythm was or how to get the answer, but thanks to good background knowledge and a great teacher I can now solve most LogRhythm problems with ease.
Nowadays all schools and districts want teachers to incorporate mathematics and science into all of their lessons. Shouldn't be difficult right? Unfortunately that is not always the case. In fact most people, educators or non-educators, do not even know how to get their children or students to understand different math concepts. So, naturally I thought it was interesting to find an article about what it takes to help develop a child's mathematics cognition. The article talks about how parents can treat math skills just like they do reading skills, and working with their children or students to continuously build on prior knowledge to develop their understanding of mathematics. It continues to talk about how scientists are doing research to learn more about how they can fill the "gap" that students develop in math over a course of time as well as how to better educate students to reach their level of understanding.
As current or future educators how does this make you feel? What can you do differently to help your child or student to increase their math skills and continue to build on prior knowledge? Is there anything you think would enhance the "real-life" connections between math and the students personal life? How do you feel about the article? Think about these questions and let's talk about it.
Until next time darlings,
April N. Avery

