Homeschool Math Blog

Dave at Math Notations has an interesting poll up, till Feb. 29th. It asks about which multiplication algorithm should be taught in grades 3-5 for multidigit multiplication, and if mastery should be required. If you're interested in that issue, go check it out and vote: 43x27? Which Algorithm should be taught? A MathNotations survey will end the debate! (The part about ending the debate is mentioned tongue-in-cheek, I'm sure :)

When it comes to what is fashionable in homeschooling, these days lap books, notebooking, lapbooking , whatever term you use, are definitely "in". I haven't seen much anything for math, though. And no, I haven't made any lapbooks either! But I do have an idea for one: Let your child/student make their own math dictionary ! Just make a new page in it every time there is a new concept or term to study. The student can write the term, write an explanation, an example calculation, or draw a picture of it − or all of those. Making such a math vocabulary book shouldn't take lots of time, because you don't usually encounter new words every single lesson in a typical math curriculum. The rest of the time the book can act as a reference or as a review medium. There is one exception though, and that is GEOMETRY. In geometry, just about all the time you have new terms to learn. In fact, a big part of the geometry in elementary grades is simply learning the meaning of wor...

Some recent additions to Math Mammoth Blue Series books: Math mammoth Multiplication 2 This book concentrates on multi-digit multiplication, first explaining what it is based on (multiplying in parts), then practicing the algorithm. also included: order of operations, multiplying with money, and lots of word problems. See sample pages here: (PDF) Contents & Introduction Multiply by Whole Tens and Hundreds Multiply in Parts Multiplying in Columns, Standard Way Error of Estimation Order of Operations Money and Change Multiplying 3-digit by 2-digit Math Mammoth Division 2 This book includes lessons on division, long division, the remainder, part problems, average, and problem solving. See samples: Contents and Introduction Division Terms, Zero and One Finding Parts with Division Long Division 1 Long Division with 4-Digit Numbers Average Divisibility Rules NOTE: Multiplication 2 and Division 2 now replace the earlier book called Multiplication Division 2. Math Mammoth Place Val...

Henry Cate is still looking for submissions for the Homeschooling Carnival logo contest . If you've been kicking around some ideas, please submit them soon. Then, a new games website (for me, anyway): Exuberant games! These are really simple, letting children practice the basic operations (addition and division facts) but in nice child-friendly settings. Multiplication games are here For example, my daughter enjoyed serving ice cream to the penguins who would turn sad with wrong answers (the Cone Crazy game).

I found this link just today, via Mr. Barton's essential math freebies page . It is a collection of classic math mistakes, presented as posters with silly titles. You can post them on your wall and let students figure them out, because the poster doesn't actually explain the mistake; it just shows an example of it and the funny title. Check it out: Classic Math Mistakes - Gallery of Posters

Divide the face of the clock into three parts with two lines so that the sum of the numbers in the three parts are equal. Let's first understand the problem. We need to draw lines into the clock face. It doesn't say the lines need to end in the center or go through the center. The lines could seemingly go many various ways. Again, to help a student who can't even get started, just tell them to draw some lines into the clock face. Here's one example: Of course this is not a solution since it does not fulfill the condition that the sum of the numbers in the three parts needs to be equal. But it gets you started. You have some lines, so you can ask the student to add the numbers in the three parts and verify the sums are NOT equal. How do we make the sums to be equal? Just random trying would take a long time. The KEY to this problem is that since the sum in each of the three parts is equal, if you add those three sums, you will get the sum of all the numbers in the clock ...

How many addition signs should be put between digits of the number 987654321 and where should we put them to get a total of 99? This is a fifth grade problem taken from Word Problems for Kids by Canada's SchoolNet. The first step, as always, is to understand the problem. The student needs to know what is an "addition sign" and a "digit". We're simply asked to put plus signs in between those numbers and add them up, and try to come up with 99. Then, after we have a basic idea of what the problem is about, is the time to do something. You know, often the child may say, "I don't know how to start. I have no idea what to do!" But in this case, as often happens, you'll get somewhere as soon as you'll do something. It's really simple: put some plus signs in there and just see what happens. Let's simply put the plus sign in between every digit: 9 + 8 + 7 + 6 + 5 + 4 + 3 + 2 + 1 = 45. Great, we got something. We got 45 which is too ...