I've gotten multiple emails/questions from parents about both the mathematician quiz that will be tomorrow (Monday, April 28) and the Math 5 Final Exam (Tuesday-Wednesday, May 13-14). I decided to email a response to everyone as well as post this on our blog. (
http://mathfive.blogspot.com)
The main event tomorrow in class will be a quiz on the 15 or so mathematicians that we have read stories about every Monday since around January. On Mondays, we begin by taking some brief notes on the mathematician, talk about when they were born/passed away, and in general try to get a scope of their life and influence. These notes are found in the back of their composition notebooks. Afterwards, we read a story from the book Mathematicians Are People, Too. About a week ago, the whole class and myself generated a list of important things to remember about each of the mathematicians -- and each student received a copy (and I'll post it below as well). If your children or you are wondering what to use when studying, this is the place to start. Otherwise, looking over the notes in the back of their notebooks wouldn't be a bad idea. Focus on what makes each mathematician different -- there are lots of Greeks, so don't focus on their nationalities necessarily. This quiz is meant to be a little stressful, but not overly so. The world most certainly will not end if they don't do so well. In fact, if they don't do as well as they'd like, they can always take another swing at it. It will be a matching quiz and there will be a bank of names. No sweat.
On Tuesday and Wednesday, May 13 and 14, your children will take a cumulative Math 5 Exam that will cover and evaluate all the skills that we have worked/touched on in Math 5 this year. Now, the first thing to help you shift your focus when I say the word "exam" is to realize that I'm not talking about a make-it-or-break-it-exam. This isn't college, they can't get an "F," they can't "fail" it. I use a variety of methods to assess and evaluate your children's learning and have been doing so throughout the year. I watch them work out problems, work in groups, work together, interact with each other. From time to time I collect homework and classwork to check understanding. I get to work individually with them on warm-ups and questions they have when we are practicing a skill in class. And I use tests at the end of units as just another layer to help me continually try to grasp where their heads are at. This Final Exam is just another layer. I take all of these layers to help me finalize their end of year skills assessment. (More on that below)
The worst that could happen is they just utterly flop on the exam. But what is important to remember is that this is just one piece of all of the information I have about your children and math. When I look over their exams, I compare what they've shown me there with what I know about them from their classwork, earlier tests, etc. A typical scenario looks like this: (I'll use my own name) Matthew didn't do so hot on the subtracting decimals section of the final exam. I remember him having trouble with that a few weeks ago during our warm-up, in fact I'm not sure if he ever nailed that one. I check his test from his file and see that he got most of the problems right on his decimals test, but in my notes to him I told him I wanted him to keep practicing those subtracting decimals. So, come report time, I know I'm going to be recommending some touch-up work on subtracting decimals, specifically over the summer.
On the flip side, I have had children blow their Final Exam out of the water! I mean, nail it! And we talk about the skills assessment and, wow! Look at all those "Got it's!" Fast forward to the fall, the kids are getting back into the swing of things in Math 6 and then they start the fractions unit and poof! You want me to add those fractions?! I don't remember how! Skills, learning, and knowledge are fluid and dynamic. If they are used, they stick around in the brain. If they aren't, they don't exactly go away... but they are harder to access. Which, you may have been wondering, is why every math class in the middle school has recurring units on fractions and decimals.
I say all of this to help you understand these next few days and weeks as we close out the year in Math 5. I also want to apologize for any confusion and lack of clarity on my part--I've made a note to myself that come next year this time I'll make sure I'm clear about what these big pieces are all about.
Thank you for your support and have a great Sunday! Light & love--matthew
Brief notes on the Mathematicians
Thales – proportion (measuring the pyramid with shadow), 7 Wise Men, 1st Greek Philosopher & Scientist
Pythagoras – Symbol: Pentagram (star), Pythagorean Theorem, Music Theory
Archimedes – Pi, invented catapult and Archimedes' water screw, ancient, greatest mathematician of ancient times
Hypatia – first female mathematician, Greek
John Napier – Scottish nobleman, Napier Rods, invented logarithms, medical aide, spherical trigonometry
Galileo Galilei – Italian astronomer, advanced telescope, pendulum, scientific method dude
Blaise Pascal – Pascal's triangle, first calculator
Sir Isaac Newton – Englishmen, Calculus, light and color discoveries, gravity laws
Leonard Euler – Blind, mathematical notation, Swiss mathematician
Joseph Louis LaGrange – number theory, calculus, metric system, two schools, teacher
Sophie Germain – number theory, prize for elastic surfaces, taught in secret by LaGrange (1776-1831)
Carl Friedrich Gauss – predicted orbit of asteroid Ceres, greatest 19th century German mathematician
Evariste Galois – algebra, number and group theories, French, only 21 when died, killed in duel
Emmy Noether – vitally affected modern algebra, German mathematician, worked with Einstein
Srinivasa Ramanujun – Indian Mathematician, little or no training but still made huge discoveries