This document has the following sections:
Basic principles in using Math Mammoth Complete CurriculumMath Mammoth Complete Curriculum is not a scripted curriculum. In other words, it is not spelling out in exact detail what the teacher is to do or say in a specific lesson. Instead, Math Mammoth gives you, the teacher, various tools for teaching:
Simply start out by printing the first lesson from the student worktext. Study the teaching part (within the blue boxes) together with your child. Go through a few of the exercises together, and then assign some problems for your child to do on his/her own. You can also let the child study the lesson completely on his own if you feel he/she is capable.
The lessons in Math Mammoth complete curriculum are NOT intended to be done in a single teaching session or class. Sometimes you might be able to go through a whole lesson in one day, but more often, the lesson itself might span 3-5 pages and take 2-3 days or classes to complete.
Therefore, it is not possible to say exactly how many pages a student needs to do in one day. This will vary. However, you should calculate for yourself a general guideline as to how many pages per week you should cover in the student worktext in order to go through the curriculum in one school year (or whatever span of time you want to allot to it).
You can check below to see how many pages there are to do for your particular grade level. Fill in how many days of school you intend to take. Also allow several days for tests and cumulative reviews - there will be at least twice the number of chapters in the curriculum. Then, to get a count of “pages/day”, divide the number of pages by the number of available days. This number of pages will be between 1 and 2, assuming you do school 5 days a week, about 40 weeks a year. Then, multiply this number by 5 to get the approximate page count to cover in a week.
Example:
Grade level | Page
count |
Number of school days (total) |
Days for tests and reviews |
Days for the lessons |
Pages to study per day |
Pages to study per week |
---|---|---|---|---|---|---|
5-A | 170 | 98 | 12 | 86 | 1.98 | 9.88 |
5-B | 176 | 102 | 12 | 90 | 1.96 | 9.78 |
Grade 5 total | 346 | 200 | 24 | 176 | 1.97 | 9.83 |
The table below is for you to fill in.
Grade level | Page
count |
Number of school days (total) |
Days for tests and reviews |
Days for the lessons |
Pages to study per day |
Pages to study per week |
---|---|---|---|---|---|---|
5-A | 170 | |||||
5-B | 176 | |||||
Grade 5 total | 346 |
Now, let's assume you determine that your child needs to study about 2 pages a day, or about 10 pages a week in order to get through the curriculum. As you study each lesson, keep in mind that sometimes most of the page might be filled with blue teaching boxes and very few exercises. You might be able to “cover” 2 1/2 pages on such a day. Then some other day you might only assign one page of word problems. Also, you might be able to go through the pages quicker in some chapters, for example when studying graphs, because the large pictures fill the page so that one page does not have many problems.
When you have a page or two filled with lots of similar practice problems (“drill”) or large sets of problems, feel free to only assign 1/2 or 2/3 of those problems. If your child gets it with less amount of exercises, then that is perfect! If not, you can always assign him/her the rest of the problems some other day. In fact, you could even use these unassigned problems the next week or next month for some additional review.
In general, first and second graders might spend 25-40 minutes a day on math. Third and fourth graders might spend 30-60 minutes a day. Fifth and sixth graders might spend 45-75 minutes a day. If your child finds math enjoyable, he/she can of course spend more time with it! However, it is not good to drag out the lessons on a regular basis, because that can then affect the child's attitude towards math.
There is generally a test for each chapter (with a few exceptions), which can be administered right after studying the chapter. The tests are optional. Some homeschooling families might prefer not to give tests at all. The main reason I have provided tests is for diagnostic purposes, and so that homeschooling families can use them for their record keeping. I have not provided any grading system for the chapter tests. You can grade them however you wish. These tests are not aligned or matched to any standards.
These test files are located in their own folder. They are provided as PDF files and html files. Backup files are also provided. If you print the html files from your web browser, set the margins to 0.6 inches in the Page Setup. You can also set your header and footer in the Page Setup of your browser.
You can open the html files in most any word processor program for editing. Then you can edit the test and change the numbers or problems in it. However, remember to save the edited test files under a different file name, or you will lose the original test file. If this happens anyway, and you wish to go back to the originals, backup files are provided in a folder called /backup-copies/.
The end-of-the-year test has a suggestion for grading. This test is best administered as a diagnostic or assessment test, which will tell you how well the student remembers and has mastered the math content for the entire grade level.
There is a cumulative review matched for each chapter, except for chapter 1. For example, the review titled “Cumulative Review, Chapters 1 - 4” means that the problems in that review cover topics from chapters 1-4. These cumulative reviews are available as htm and pdf files. You are welcome to edit the htm files for the purpose of providing a slightly different review for your student. For example, you can easily change the numbers in the problems.
Use the corresponding cumulative review some time after you are done studying a particular chapter. For example, you could use the “Cumulative Review, Chapters 1 - 4” right after or before administering chapter the 4 test. Or, you could use it 1-2 weeks after finishing chapter 4.
There are no hard and fast rules when it comes to cumulative reviews. It is not necessary to use all of them within a school year; however I do recommend that you use at least 1/2 of them.
One of the main reasons for the cumulative reviews is to spot any areas that the student has not grasped well or has forgotten, so he/she needs additional practice. When you find such a topic or concept, you have several options:
Another sign that the student has not grasped a necessary concept is if he/she cannot do WORD PROBLEMS in the subsequent chapters that require past knowledge or concepts. If your child has great difficulty with those kinds of word problems, then it might be time to use the worksheet maker, online games, or restudy the concept using the worktext. I have always tried to make the word problems progressively so that they involve concepts and skills studied in earlier chapters.
While this is not absolutely necessary, I recommend supplementing Math Mammoth with a regular practice of challenging word problems and puzzles. You could do that once a month, perhaps, or more often if the child enjoys it.
The goal of challenging story problems and puzzles is to simply develop children's logical and abstract thinking and mental discipline. I recommend starting these in fourth grade. Students are then able to read the problems on their own and have developed mathematical knowledge in many different areas. Of course I am not discouraging students from doing such in earlier grades, either.
I have made lots of word problems for the Math Mammoth curriculum. Those are for the most part multi-step word problems. I have included several lessons that utilize the bar model for solving problems and tried to vary the problems.
Even so, the problems I have created are usually tied to a specific concept or concepts. I feel children can also benefit from problem-solving practice where the problems require “out of the box” thinking, or are puzzle-type in nature, or are just different from the ones I have made. Additionally, I feel others are more capable of making very different, very challenging problems.
You can use the resources below for some different problems and puzzles. You can also find puzzles online by searching for “brain puzzles for kids” or “logic puzzles for kids” or “brain teasers for kids”. Choose something that fits your budget (most of these are free) and that you and your students will like.
Primary Grade Challenge Math by Edward Zaccaro
The book is organized into chapters, with each chapter presenting a type of
problem and the ways to think about that problem. And then there is a series of
related story problems to solve, divided into 4 levels. $25, ISBN
978-0967991535
You can find this at Amazon.com or various other bookstores.
http://www.amazon.com/Primary-Grade-Challenge-Edward-Zaccaro/dp/0967991536/?tag=homeschoomath-20
Problem Solving Decks from North Carolina Public Schools
Includes a deck of problem cards for grades 1-8, student sheets,
and solutions. Many of these problems are best solved with calculators. All of
these problems lend themselves to students telling and writing about their
thinking.
http://mathlearnnc.sharpschool.com/cms/One.aspx?portalId=4507283&pageId=5856325
Math Stars Problem Solving Newsletter (Grades 1-8)
These
newsletters are a fantastic, printable resource for problems to solve and their
solutions.
Mathematics
Enrichment - nrich.maths.org
Open-ended, investigative math challenges for all levels from the UK. Find the
past issues box down in the left sidebar. Use
Stage 2, 1-star or 2-star problems for 4th grade.
http://nrich.maths.org/
http://nrich.maths.org/public/themes.php
lets you find problems organized by mathematical themes.
Figure This! Math
Challenges for Families
Word problems related to real life. They do not always have all
the information but you have to estimate and think. For each problem, there is a
hint, other related problems, and interesting trivia. Website supported by
National Council of Teachers of Mathematics.
http://www.figurethis.org/
MathStories.com
Over 12,000 interactive and non-interactive NCTM compliant math word problems,
available in both English and Spanish. Helps elementary and middle school
children boost their math problem solving and critical-thinking skills. A membership
site.
http://www.mathstories.com/
Noetic Learning Challenge Math
This is a program with weekly assignments, designed to hone young students' mathematical problem solving skills and logical reasoning skills. The problems are non-routine problem solving questions that are adapted to many math competitions. Price is about $20 for a semester.
http://www.noetic-learning.com/gifted/index.jsp
“Problem of the Week” (POWs)
Problem of the week contests are excellent for finding
challenging problems and for motivation. There are several:
See even more word problem and problem solving resources at
http://www.homeschoolmath.net/online/problem_solving.php
You can also use puzzles from the Internet:
Search in Google for “brain puzzles for kids”
Search in Google for “logic puzzles for kids”
Search in Google for “brain teasers for kids”
1. Do you have placement / diagnostic tests?
2. Is there a teacher's manual?
3a. Are there printed versions available?
3c. I hesitate to buy MM because I can't print in color. Any suggestions?
4b. Is there any advantage for buying the curriculum on a CD?
4c. Does it work on a Mac or Linux?
4d. Can the PDF be filled in on the computer or tablet device (iPad or similar)?
6. What is the difference between the Blue Series and Light Blue series?
8. Are earlier concepts reviewed in later levels?
9. Do the books have review problems that continue to review previous concepts?
11. What about kindergarten math? At what age is it appropriate to start your 1st grade books?
12. Will you be writing more grade levels?
13. How far can I use the Light Blue series? Will it cover pre-algebra or algebra?
15. Is Math Mammoth aligned with any state standards?
16. Does Math Mammoth curriculum encourage the use of manipulatives?
17. How and when to use the 100-bead abacus?
19. Is Math Mammoth a spiral or mastery curriculum (horizontal or vertical math)?
20. Some graphics are missing from the PDF file. Why?
21. What is the origin of this curriculum?
22. What do you recommend for high school math?
23. Does the author have any mathematics or education credentials?
1. Do you have placement / diagnostic tests?
Yes. Simply click here for placement tests for all the grade-levels.
2. Is there a teacher's manual?
No. This curriculum does not contain a separate teacher's manual nor scripted
lessons. The student worktext contains in the text itself explanations of the
concepts, and I have tried to create a text that is as self-explanatory as
possible. Students will often be able to read and study through the lessons on
their own. The parent can "get it" at the same time as the student, if they have
not understood math concepts before.
Also, in the Introduction of each chapter I have included some general notes and
helps for the teacher.
If you have previously used a scripted curriculum and are worried about your
ability to teach with Math Mammoth, I would encourage you to try it out by
purchasing one of the Blue
Series topical books.
3a. Are there printed versions available?
Yes. The books are available as softcopies (printed books) through Lulu.com and at Rainbow Resource. The inside pages are black-and-white (or grayscale) (not full color) because full color publishing is fairly costly.
3b. Can we buy the downloads and then take them to a Kinko's or Staples type place to have the book printed up and bound nicely?
Yes. The copyright notice that is printed on page 2 specifically allows the
person who purchases the book(s) to make copies—whether by Kinko's or their own
printer—to his or her students, but not to other teacher's students. You can
also use online printing services such as Mimeo.com or Bestvaluecopy.com. Keep
in mind color printing can be expensive no matter where you do it.
3c. I hesitate to buy MM because I can't print in color. Any suggestions?
1) Print in b&w, but let the child color the boxes the problems are in, using
crayons.
2) Utilize the online games recommended in the notes for each chapter for the
“color”
(so to speak). It works for some!
Yes. At
Kagi,
you can purchase each of the Light Blue grade levels separately on a CD or all
six grade levels on a single CD.
Rainbow Resource sells the CD for all six grade levels.
4b. Is there any advantage for buying the curriculum on a CD?
Usually no, because the CD just contains the same files as the download, and if you purchase a download, you may always make a backup copy of the files on a CD or on a memory stick (flash drive).
However, a CD is helpful if you know beforehand that you cannot download large files. Or, some people may prefer a CD so as to not lose track of where the files are stored. Even if you purchase a CD, I recommend that you make a backup copy. CDs do not last forever.
4c. Does it work on a Mac or Linux?
Yes. The actual files you get (whether from a download or on a CD) are PDF or html files so Math Mammoth is compatible with Macs and Linux machines. However, you will need to install Adobe Acrobat Reader for Mac or Linux to view the PDF files correctly. I've had some customers tell me that Mac's native PDF viewer shows black boxes in the files or that many of the graphics are missing. Similarly in Linux, some images will likely be missing or messed up if you use other PDF viewers, so again, you need to use Acrobat Reader version for Linux.
Please note that the bonus software "Soft-Pak" is Windows software only. However, Soft-Pak is not a part of the actual curriculum and is not needed when using Math Mammoth — it is only an additional bonus.
4d. Can the PDF be filled in on the computer or tablet device (iPad or similar)?
Yes, it can. The PDF files are enabled for annotating. This means that if you prefer, the student can fill the math books in on the computer or tablet device using annotating tools in a PDF application.
On a computer, use Adobe Reader version 9 or greater. It has typewriter and drawing tools.
For iPad, there exist several PDF apps that have annotating tools and work well for Math Mammoth files: PDF Expert ($9.99), Goodreader ($2.99), iAnnotatePDF ($9.99). You can add text, lines, and shapes, or use a stylus to write. The apps neu.AnnotatePDF ($1.99) and Notability ($2.99) work also, but are not as user-friendly as the other three.
Adobe Reader app for iPad (free) unfortunately does not allow annotating protected PDF files (such as I have to use with Math Mammoth). So, you cannot write into the PDF on your iPad with Adobe Reader (Adobe Reader for PC and Mac works great though.)
Worktext means that the book contains both the “text” (= the explanations) and the “work” (= the problems). Simply put, the textbook and problems are in the same book. This is especially useful for homeschooling and for any kind of independent study.
6. What is the difference between the Blue Series and Light Blue series?
The two series have practically the same lesson material. Comparing with the Light Blue series, there are only a few lessons here and there that are in one series but not in the other.
The MAIN difference is in how the material is organized. The Light Blue Series goes by grades, and being a complete curriculum also includes tests and cumulative reviews. The Blue Series just consists of worktexts for various topics, and the material in each book usually spans 2-3 grade levels.
So, which you would choose depends mostly on your goals: Do you wish to have
a complete curriculum for a given grade level? Use the Light Blue. Do you wish to
review/reteach certain topics only? Use the Blue. Do you want to cover all of
the topics as
in a full curriculum but without mentions of grade levels? The Blue Series can work
there as well.
7. How does the complete curriculum (Light Blue books) compare with Singapore math, Math-U-See, or other popular homeschool math curricula?
Please read comparisons of Math Mammoth with other homeschool math curricula here.
8. Are earlier concepts reviewed in later levels?
To some extent, yes, but not so much as in a typical spiral curricula. For example, I often introduce somewhat difficult topics in two grades. A few topics are “introductory” in one grade and “in focus” in the next. For example:
Some elementary mathematics topics are covered over several years in a spiraling style, such as place value (with increasing digits), measuring units, geometry vocabulary (pentagon, octagon, parallel), reading clock, coins, and money problems.
The following topics are NOT reviewed in any great depth, but mastery is expected: single digit addition/ subtraction after 1st grade, double-digit addition/subtraction after 2nd, clock reading or coins after 3rd. Multiplication tables and basic division receive a quick review in 4th grade but not after that. I cannot list every single concept and its progression in this short space though..
9. I am concerned that there won't be enough review. Do your books have review problems that continue to review previous concepts?
The program includes cumulative reviews meant to be used after each chapter. These have various kinds of problems, including word problems. When you notice that your child needs additional review of any kind of calculation topic (such as after using the cumulative reviews), you can use the worksheet maker included in the downloadable curriculum, and generate additional worksheets with it.
This worksheet generator requires an Internet access. If you do not have Internet at home, you can use it in an Internet cafe or public library or a friend's house, and save the generated worksheets on a memory stick to print later.
Also, the major concepts, such as addition, subtraction, multiplication and division, or fractions, actually get reviewed in a sense because they get used all the time. For example, a child who learns their multiplication tables will keep using them all the time in division and multi-digit multiplication. Addition and subtraction strategies are used in word problems about money or measuring, or again when studying place value and large numbers. Division facts are used in long division.
I never make word problems to exactly match the lesson. By this I mean that a word problem found in a multiplication lesson might require both multiplication and addition to solve. Similarly, word problems in the other chapters will include multiplication. So, the word problems dealing with various topics (money, measuring, division, fractions) include the usage of all operations all the time (once the operation has been studied), and review these operations. The word problems in this curriculum constantly use important concepts that have already been learned.
10. Are tests included? And should I grade every assignment or just tests?
Yes. There is a test for each chapter and an end-of-year test to be used after each grade level. Each test includes a grading rubric. However, you don't have to follow the grading rubrics -- they are provided for you just in case you want to use them.
Personally, I feel that grading needs to be done in such a manner that
it doesn't discourage the child. So it really depends on the child. Some
children do better if they only receive feedback about where they need to work
more, how to fix errors, etc.
All grading is best accompanied with notes such as, "You worked hard and I appreciate that!" "Here you show you've learned this topic and worked hard in it," so that the emphasis is on the appreciation of the hard work and on giving feedback on specifics, and not on the actual percent score.
On the other hand, if a child is getting a "big head" (proud) over their accomplishments, you could find a really hard test so they can learn they have room to improve. But this is not nearly as common as the opposite situation where children are discouraged and think they "can't do math".
I don't recommend grading the day-to-day work with percent scores or letter grades. Of course you need to find if the student made errors, but that should be sufficient.
Also, when you assign a final mark for a whole grade, don't look at only the tests but also at the overall accomplishments, the effort, etc. I like to give my children assignments outside of tests that count towards the final mark. In math, it could be for example a neatly written solution to a hard word problem, a set of definitions for geometry terms accompanied by drawings, or a description or exact instructions for a math game. Those can then go to their portfolio if you use such.
Most children in our society tend to get the idea that math is about "speed"
and getting correct answers, and thus math test scores become really important
to them. We need to discourage that line of thinking. See also my article on
Timed tests and how
it damages students learning of math.
11. What about kindergarten math? At what age is it appropriate to start your 1st grade books?
There are no Math Mammoth books for kindergarten, but I have written a fairly comprehensive article about kindergarten math to use as a guideline. You can start 1st grade once the child can write and recognize numbers, count to 20 (preferably to 30 or beyond), has mastered basic concepts of equivalence, more, and less; and has a basic idea of addition.
12. Will you be writing more grade levels?
I am currently writing a pre-algebra (grade 7) curriculum. Part A (the first half) is available already. You can also see my ideas and recommendations for kindergarten and high school math.
13. How far can I use the Light Blue series? Will it cover pre-algebra or algebra?
Math Mammoth Grade 7-A is the first half of a pre-algebra curriculum and includes concepts such as linear equations and slope. The latter half (7-B) will be available sometime in 2015, and it covers ratios, proportions, percent, the Pythagorean Theorem, geometry, statistics, and probability. After completing Math Mammoth grade 7, students can continue to algebra 1.
Also, you will find worksheet collections for
grade 7 (pre-algebra) and
grade 8/9 (algebra 1) in the Golden Series. Being worksheets, these are
supplemental and will require that a parent/teacher or an additional textbook to
supply the instruction.
14. For drilling the addition and subtraction tables should we just go over each lesson over and over until she memorizes her tables?
First of all, you should go through the books and check that she knows all the concepts related to addition and subtraction.
To learn the facts, go carefully over those lessons that present fact families and number rainbows. These provide the structure and a context for learning the facts so that they are not learned as separate, random things.
Then, once she thoroughly understands fact families and the pattern in the number rainbow, you can move on to other math topics such as place value, geometry, etc. but keep up the facts practice a few minutes a day with games, worksheets, and flash cards.
These basic facts are also used a lot even when studying place value and other topics, so that helps childrenremember them too.
15. Is Math Mammoth aligned with any state standards?
Grades 1-6 are aligned to the Common Core standards as of 2013.
16. Does Math Mammoth curriculum encourage the use of manipulatives?
For the most part, the curriculum does not specifically emphasize manipulatives but visual models. The exercises with visual models COULD be done equally with manipulatives (beans/counters, base ten blocks, fraction manipulatives, etc.)
The exception is the 100-bead abacus, which I feel is needful for first grade. (The other option would be base ten blocks.) I feel that it is essential that kindergartners and first graders have the opportunity to learn tens and ones (place value) using some manipulative.
On each of these pages you will see a list of needed manipulatives for grades 1-3. You need to scroll down the page a bit.
17. How and when to use the 100-bead abacus?
The only way the abacus is used in my books is where each bead counts as one. Nothing fancy. It is NOT used like Chinese, Russian, or any of the other abaci where one bead might count as 5, 10, or 100.
A 100-bead abacus or school abacus simply contains 10 beads on 10 rods, a total of 100. In the school abacus, each bead simply represents one. The 100-bead abacus lets children both "see" the numbers and use their touch while making them.
First and foremost, the abacus is used in the place value section in 1st grade where children learn about tens and ones (numbers up to 100). We use it to show clearly how 45 is made up of 4 tens and 5 ones, for example.
Secondly, you can use the abacus with addition and subtraction problems in 1st and 2nd grades. For example:
The purpose is mainly to help children to visualize two-digit numbers, and to add and subtract two-digit numbers.
The goal in my books is to drop the abacus by 3rd grade. Even before that, students use visual models, and from those go on to the abstract. The quicker the child can use visual models, and then do the math problems without any models, the better.
See also
these ideas on how to use the 100-bead abacus.
At Amazon you can find
Melissa & Doug Classic Wooden Abacus at Amazon for around $12.
An abacus where the beads alternate colors by fives is even more useful.
TIP: If you get a regular abacus with 10 beads the same color, paint a thin
white line on the right side of bead #5 and also on the left side of bead #6 on
each row (counting from the left). This will make it easier to see 5 and 5 on
each row.
Browse
Amazon's abacus selection here.
Other stores carry abaci as well.
You can also use this virtual abacus. Or, make your own abacus. Just don't make it exactly like they show on that web page but instead use 10 bamboo skewer with 10 beads in each so you get a 10 x 10 abacus.
Here's an image of a home-made abacus one of my customers made using bamboo skewers, craft sticks, and beads:
18. My son is doing 4-A and having trouble with the word problems. I'd like him to get more practice with them. Is there a place to get more worksheets for word problems?
Word problems in Math Mammoth 4 are no longer simple one-step word problems, and that is why they may appear difficult to a child, especially if the child has not used Math Mammoth before. If children do lots of word problems from early on, and the problems increase in difficulty, they won't find them that difficult later on.
Whether you look at the Blue or Light Blue series, the child gets to do lots of word problems from the very beginning. In first grade, the problems are either addition or subtraction problems, and mostly one-step problems. However, already in second grade, most of them require at least two steps. Children who do not encounter multi-step word problems in their math curriculum (from grade 2 on) can have difficulty transitioning into Math Mammoth.
Please read these two articles to help you further understand the issue with word problems:
To remedy, you could have your child solve word problems from the earlier levels of Math Mammoth. Go back to first grade word problems if necessary, and build up from there. You could have the child solve several problems a day alongside your regular math, or take a break and just do word problems for a few weeks.
For additional practice and resources, you can find lots more
word problems on the websites listed here.
19. Is Math Mammoth a spiral or mastery curriculum (horizontal or vertical math)?
Math Mammoth is basically a mastery-based curriculum. Some topics are studied till mastery within one and the same chapter. Example of such include regrouping in subtraction for 2-digit numbers (2nd), multiplication tables (3rd), or long division (4th).
However, often the topic is present in two (or even three) neighboring grades. Examples include: equivalent fractions (both 4th and 5th grade), percent (5th and 6th), the area of a triangle (5th and 6th). Some topics are “developed” to mastery over several grades, going from simple to more complex; for example reading the clock (grades 1-3), counting coins (grades 1-3), adding like fractions (grades 3-5), decimal arithmetic (grades 4-5).
So, you could call Math Mammoth a mastery-oriented program with some spiraling over the grades. It does NOT employ a “tight” or “short” spiral where the same topic would be present, say, every 10 lessons, or dozens of times within the same school year.
20. Some graphics are missing from the PDF file. Why?
This is a common problem in Mac computers. If it some images are missing , download and install Adobe Acrobat Reader for Mac from this link, and open the PDF files in it, instead of in Mac's native PDF viewer.
Another possible problem is that some graphics/images will not print on a Mac. Try select "print image" in the advanced section of the printer window, and see if that helps.
21. What is the origin of this curriculum?
Math Mammoth books had their start at around 2002, when I (Maria Miller) was tutoring homeschooling children, and noticed the difficulties their parents had in explaining mathematics.
I initially wrote books for certain topics, and later those books inspired the Blue Series books currently sold on this site.
I always designed the lessons in the books so that they would teach BOTH the parent and the child the processes and concepts of elementary math. The books contain very clear explanations, lots of visual exercises and pattern exercises that help children see the structure of mathematics and clearly understand the concepts of mathematics, instead of just memorizing rules.
Ample practice for computation is not forgotten either. There are numerous word problems.
The complete curriculum had its start in 2007, when I was asked to combine my books into material that could be sold by grade levels.
22. What do you recommend for high school math?
Please read my advice for high school math here.
23. Does the author have any mathematics or education credentials?
Yes. I have a master's degree in mathematics (1997) after studying 5 years in the University of Joensuu, Finland, and one term in the University of Nottingham, UK. My degree includes minors in physics and statistics, and the educational studies required to become a teacher (as required in Finland).
In case of any questions about this product, you can fill out a form at www.mathmammoth.com/contact.php or just email me at maria_miller@mathmammoth.com
I wish you success in teaching math!
Maria Miller