Math Mammoth Integers worktext covers all important integer (signed numbers) topics for middle school (grades 5-8), with instructions written directly to the student. Thus, it requires very little teacher or parent involvement.
Check out a few free sample worksheets or lessons:
http://www.mathmammoth.com/preview/Integers_Adding_Integers1_Counters.pdf
http://www.mathmammoth.com/preview/Integers_Dividing_Integers.pdf
And see the contents.
More information and purchase info is here.
Jumat, 29 Oktober 2010
Rabu, 27 Oktober 2010
Special offer for printed Math Mammoth books at Lulu (coupon code)
Lulu.com has a special offer right now that you can use to purchase the printed copies of MathMammoth books.
Enter coupon code HOLIDAYVIP305 at checkout and receive $20 off your next order of $20 or more.
You can browse the printed versions of Math Mammoth books here.
This offer is only valid in US dollars, and cannot be applied to previous orders. You can only use this code once per account, and you can't use this coupon in combination with other coupon codes. The offer expires on November 30, 2010 at 11:59 PM.
Offer posted at http://www.lulu.com/static/102610_HOLIDAYVIP305wv.html
Enter coupon code HOLIDAYVIP305 at checkout and receive $20 off your next order of $20 or more.
You can browse the printed versions of Math Mammoth books here.
This offer is only valid in US dollars, and cannot be applied to previous orders. You can only use this code once per account, and you can't use this coupon in combination with other coupon codes. The offer expires on November 30, 2010 at 11:59 PM.
Offer posted at http://www.lulu.com/static/102610_HOLIDAYVIP305wv.html
Senin, 25 Oktober 2010
The quickest path around the baseball bases
Some of you (sports fans?) might find this interesting: mathematicians have calculated the quickest path around the baseball diamond, through the four bases. And it's not in the shape that you'd think.
Please read the news article here: Winning the World Series with math
A nearly circular path could be the fastest way to home plate
Please read the news article here: Winning the World Series with math
A nearly circular path could be the fastest way to home plate
Kamis, 21 Oktober 2010
Math Mammoth Australian Money
One more money-related book for Math Mammoth Blue Series... this time for Australian money. It covers counting coins, shopping, and making change, and is for grades or years 1-3.
Download $3.25
Printed copy $9.50
Download $3.25
Printed copy $9.50
Sabtu, 16 Oktober 2010
Carnival time
Please stop by the The Adventure Edition of Math Teachers at Play, posted at Homeschool Bytes. It's beautifully illustrated! Let the adventures begin!
Kamis, 14 Oktober 2010
Math Mammoth in other currencies
Did you know that Math Mammoth complete curriculum (Light Blue series) now comes with five different currencies?
When you purchase either grade 1, 2, or 3 downloadable curriculum, you will get the chapter on money in all of these currencies (as PDF files):
US money, Canadian money, European money (euros), British money, and Australian money
(The reason that higher grades don't have these is because I don't include instruction on coins and bills/notes after third grade... it is assumed as mastered.)
Of course, you only need to study through your own currency, but some of you might be curious to take a peek in the other monies as well - if nothing else, to see how their coins look like.
For example, Australian money does not use 1-cent coins at all. The smallest coin they have is 5 cents. Or, British 50-pence coin is a heptagon in shape! Canadians use a 2-dollar coin nicknamed "toonie". It's pretty too.
Interested? You can find samples and purchase info from these links
Math Mammoth Grade 1 complete curriculum
Math Mammoth Grade 2 complete curriculum
Math Mammoth Grade 3 complete curriculum
When you purchase either grade 1, 2, or 3 downloadable curriculum, you will get the chapter on money in all of these currencies (as PDF files):
US money, Canadian money, European money (euros), British money, and Australian money
(The reason that higher grades don't have these is because I don't include instruction on coins and bills/notes after third grade... it is assumed as mastered.)
Of course, you only need to study through your own currency, but some of you might be curious to take a peek in the other monies as well - if nothing else, to see how their coins look like.
For example, Australian money does not use 1-cent coins at all. The smallest coin they have is 5 cents. Or, British 50-pence coin is a heptagon in shape! Canadians use a 2-dollar coin nicknamed "toonie". It's pretty too.
Interested? You can find samples and purchase info from these links
Math Mammoth Grade 1 complete curriculum
Math Mammoth Grade 2 complete curriculum
Math Mammoth Grade 3 complete curriculum
Selasa, 12 Oktober 2010
Study shows females' math skills equal to males
This news comes from the university of Wisconsin-Madison.
Large study shows females are equal to males in math skills
The study author, Janet Hyde, says, "My message to parents is that they should have confidence in their daughter's math performance. They need to realize that women can do math just as well as men. These changes will encourage women to pursue occupations that require lots of math."
I agree; parents AND teachers should never in any way imply that girls can't do the math just because they are girls. That's just not true!
I also thought the mention of 48% of math majors being females was interesting. So, at least in pure math, genders seem to be quite equal. But I personally doubt that will happen in engineering because boys seem to be much more interested in that type of work.
Large study shows females are equal to males in math skills
The study author, Janet Hyde, says, "My message to parents is that they should have confidence in their daughter's math performance. They need to realize that women can do math just as well as men. These changes will encourage women to pursue occupations that require lots of math."
I agree; parents AND teachers should never in any way imply that girls can't do the math just because they are girls. That's just not true!
I also thought the mention of 48% of math majors being females was interesting. So, at least in pure math, genders seem to be quite equal. But I personally doubt that will happen in engineering because boys seem to be much more interested in that type of work.
Minggu, 10 Oktober 2010
Math teacher's error
It took Marie 10 minutes to saw a board into 2 pieces. If she works just as fast, how long will it take her to saw another board into 3 pieces?
The teacher marked this answer (20 minutes) wrong, and wrote down 15 minutes as the correct answer. Why is the teacher in error?
The teacher marked this answer (20 minutes) wrong, and wrote down 15 minutes as the correct answer. Why is the teacher in error?
Jumat, 08 Oktober 2010
Geometry games online
I have updated the list of online geometry resources and games at HomeschoolMath.net. It became quite a long list of links! The links are categorized by topics, such as
Shapes & polygons
Area & perimeter
Angles
Solids, volume, & surface area
Coordinate plane
Congruent transformations
Similar figures
Circle / Pi
Constructions
Pythagorean Theorem
General geometry websites
Worksheets
Books
Advanced topics.
I hope this is helpful!
Shapes & polygons
Area & perimeter
Angles
Solids, volume, & surface area
Coordinate plane
Congruent transformations
Similar figures
Circle / Pi
Constructions
Pythagorean Theorem
General geometry websites
Worksheets
Books
Advanced topics.
I hope this is helpful!
Kamis, 07 Oktober 2010
American Math Challenge
The American Math Challenge 2010 is around the corner... Registrations are now open at www.americanmathchallenge.com.
The actual event will take place over 48 hours, beginning on October 26, 2010 at 9 a.m. EST. This is a FREE online Challenge where U.S. students of all ages and skill levels compete against each other in a series of one-minute mental math games, as well as self-challenged curriculum-based activities.
October 18 will open a "practice competition week" open to all registrants.
Registration will close on October 22.
The actual event will take place over 48 hours, beginning on October 26, 2010 at 9 a.m. EST. This is a FREE online Challenge where U.S. students of all ages and skill levels compete against each other in a series of one-minute mental math games, as well as self-challenged curriculum-based activities.
October 18 will open a "practice competition week" open to all registrants.
Registration will close on October 22.
Senin, 04 Oktober 2010
Another guess my secret number game
Here's another one of those "guess my secret number" games where the computer tells what number you thought of originally.
http://myframeshoppe.ca/math/
First you need to choose your "secret" number between 1 and 10,000.
I thought some of you might enjoy trying to figure out how it works... I enjoyed it.
By popular demand I want to share some of why it works. So DON'T READ if you want to think about why it works!
In the LAST step, the computer guesses which digit you left out. For example, maybe you put in the number as 75x711. Now, the key to "guessing" or figuring out what the missing digit is, is the fact that this number is divisible by 9. Recall that before coming to this step, you had multiplied your number by 3, and again by 3. That means you multiplied it by 9, so it is now divisible by 9.
The numbers that are divisible by nine have a special property: the sum of their digits is also divisible by nine. OK, my number 75x711 IS divisible by nine. The sum of the digits I see is 7 + 5 + 7 + 1 + 1 = 21. The next bigger number after 21 that is divisible by 9 is 27. So the digit sum must be 27, and the missing digit is 6.
The game goes like this:
1) Choose a number between 1 and 10,000.
2) Multiply it by 4.
3) Add 5.
4) Multiply it by 75.
5) Choose any two digits from your number and add the number formed by those to your number.
6) Multiply it by 3.
7) Multiply it by 3.
8) Replace one of the digits by X and submit.
9) Computer guesses your number.
I already explained how the computer finds out the missing "secret" digit. Then of course, the program can easily go backwards any step that had adding or multiplying (by doing the opposite operation).
In step 5, where you choose two digits and add them, the program isn't trying to guess what number you added. The key idea is that no matter what number you add, it's less than 100, AND the number you got in the end of step 4 is divisible by 75 and ends in 5.
So, to undo step 5, the program ONLY looks for a number that is divisible by 75, ends in 5, and is no more than 100 less than the number from step 6.
http://myframeshoppe.ca/math/
First you need to choose your "secret" number between 1 and 10,000.
I thought some of you might enjoy trying to figure out how it works... I enjoyed it.
By popular demand I want to share some of why it works. So DON'T READ if you want to think about why it works!
In the LAST step, the computer guesses which digit you left out. For example, maybe you put in the number as 75x711. Now, the key to "guessing" or figuring out what the missing digit is, is the fact that this number is divisible by 9. Recall that before coming to this step, you had multiplied your number by 3, and again by 3. That means you multiplied it by 9, so it is now divisible by 9.
The numbers that are divisible by nine have a special property: the sum of their digits is also divisible by nine. OK, my number 75x711 IS divisible by nine. The sum of the digits I see is 7 + 5 + 7 + 1 + 1 = 21. The next bigger number after 21 that is divisible by 9 is 27. So the digit sum must be 27, and the missing digit is 6.
The game goes like this:
1) Choose a number between 1 and 10,000.
2) Multiply it by 4.
3) Add 5.
4) Multiply it by 75.
5) Choose any two digits from your number and add the number formed by those to your number.
6) Multiply it by 3.
7) Multiply it by 3.
8) Replace one of the digits by X and submit.
9) Computer guesses your number.
I already explained how the computer finds out the missing "secret" digit. Then of course, the program can easily go backwards any step that had adding or multiplying (by doing the opposite operation).
In step 5, where you choose two digits and add them, the program isn't trying to guess what number you added. The key idea is that no matter what number you add, it's less than 100, AND the number you got in the end of step 4 is divisible by 75 and ends in 5.
So, to undo step 5, the program ONLY looks for a number that is divisible by 75, ends in 5, and is no more than 100 less than the number from step 6.
Sabtu, 02 Oktober 2010
Resources for multiplication tables
This time of year many students tackle multiplication tables. These resources can be of help:
- This video explains my method for "structured drilling" of multiplication tables. We don't start with random drill (that comes later) but with drill that is using the structure of the tables. The tables are also practiced "backwards", which will facilitate the learning of basic division facts.
Over the years I have hears from many individuals who have gotten their child to learn the tables using this method, but recently I got word from a a principal of an English medium school in Pune, India, that they have already implemented my multiplication drilling method and it is working beautifully with their children! I feel flattered a whole SCHOOL is using it... and glad it is working. - Math Mammoth Multiplication 1 book. First it has a long section that concentrates on the concept of multiplication, and then the last part has lessons to faciliate the same drilling as explained in the video.
- There is a place for random drill, and you can use flashcards, or the way shown in the video, and/or GAMES. I have compiled a list of online multiplication games here.
This card game is also noteworthy (the "Product War" version). Essentially, each player is dealt two cards face up, players multiply those, and the person with highest product captures all cards in that round.
Or, try a dice game called Damult Dice.
I feel that learning the multiplication tables well is more important than even mastering addition and subtraction facts. Why? Because knowing the tables well facilitates the learning of basic division facts, multidigit multiplication, long division, most fraction math and factoring. Even in algebra you still need to be able to simplify rational expressions and factor polynomials, perhaps even multiply matrices.
Or, we can say it this way: if you child does not know the tables, he/she will have a terrible time mastering all those topics. I'm not saying children won't learn those topics conceptually -- I mean they will have hard time completing the problems and exercises quickly, and can instead get all "bogged down" just by the multiplications.
That is why I feel every teacher/parent should put forth a good effort for their students to learn the times tables. Spend 1-2 months on it. It can pay off!
That said, there is a BALANCE, as in everything. IF you've already expended a considerable amount of effort and the child is not retaining them, please don't make the multiplication tables to be the reason why your student hates math. You can back off and try again later. Some give their students a "crutch" -- tables written out -- and eventually the kid notices how slow it makes him/her having to check the answers in the table instead of knowing them, and decides to memorize them.
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