Math·U·See
 
 
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Frequently Asked Questions

Click on a question to see the answer

  1. What is the difference between Math·U·See and other programs?
  2. Is it a complete curriculum?
  3. Why did Math·U·See change its elementary curriculum, and what are some of the new features?
  4. How do students score on Achievement Tests?
  5. How do I decide where to place my student?
  6. How do I get an older student started in MUS?
  7. Can an older student watch the video and teach himself?
  8. What do I need for each level?
  9. Must I buy the video/DVD?
  10. Are the blocks just for younger students?
  11. Do I need one or two sets of blocks, and how do the sets fit together?
  12. Can I still order the Classic Math·U·See curriculum?
  13. What is the Classic curriculum?
  14. What do the names of the new books mean?
  15. Can a student start Algebra 1 without having previously used Math·U·See?
  16. How high does Math·U·See go?
  17. How do I place an order?
  18. How do I find my Math·U·See representative?
  19. Are there special offers or discounts for large orders?
  20. Do we sell used Math·U·See books?
  21. What about Susan Wise Bauer's comments in her book "The Well-Trained Mind"?
  22. What about Cathy Duffy's comments in her book "100 Top Picks for Homeschool Curriculum"?
  23. What is the name of the background music on the menus in the DVDs?
  24. What is the correct order for the upper-level math courses?

Question
1. What is the difference between Math·U·See and other programs?

Answer Most of us have been taught math by repetitive drill and worksheets. The method was pencil and paper. Understanding was not emphasized, rather rote memorization. Math·U·See believes it is essential for a student to memorize basic facts and formulas, and we feel it is equally important that students learn concepts and applications.

There are two ingredients that have to be added to make this kind of learning occur. First, the teachers must understand math. Second, they must have a tool to be able to show students math so they can understand it. The lesson by lesson videos/DVD's teach the teacher the concepts and show them how to use the tool. When the teacher speaks the student's language with the manipulatives, then they "see" and comprehend math.

Math·U·See does have student texts but we also have hands-on manipulatives and instructional videos/DVD's as well. Together, students learn how to perform math operations and understand why, so they can apply them to everyday life.

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Question
2. Is it a complete curriculum?

Answer
Yes. Not only does Math·U·See teach the basic operations of addition, subtraction, multiplication, and division, but it also teaches telling time, money, Roman numerals, measurement, etc.

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Question
3. Why did Math·U·See change its elementary curriculum?

Answer
After listening to feedback for over 10 years we felt it was time to incorporate your suggestions plus observations of our own. The following paragraphs explain in more detail some of the specific improvements.

A couple of the larger areas that were addressed were subtraction and division. Each of these subjects was significantly strengthened with the equivalent of one book in the new sequence devoted to each topic. Addition and subtraction facts are taught in Alpha and multiple digit adding and subtracting are covered in Beta. Division, single and multiple digit, is taught in Delta.

Measurement, which is a great place to apply math at the elementary levels, is now taught and reviewed throughout Alpha through Zeta. In the Classic curriculum it was presented in special lessons and not reviewed nearly enough.

The new instruction is now available on DVD as well as video. The DVDs are a huge improvement for those who want to move between lessons without fast forward or rewind. Each lesson is an individual chapter which may be accessed from the menu.

The popular Extra Practice Sheets have been incorporated into the Student text. Each lesson has 3 Lesson Practice pages which focus exclusively on the new topic. Then there are 3 Systematic Review pages which cover the new topic as well as previously learned material. There is a test for each lesson.

The test in each lesson covers the new material in that lesson, as well as review material from previous lessons. Concepts included in each test have been practiced in the lesson pages just completed.

There are also four unit tests in each book. These come at different places depending on where the material divides naturally. Review topics are also included in the unit tests. The final exam at the end of the book focuses completely on the topics presented in that book.

Every book has word problems. At the lower levels, parents/teachers will need to read the problems to the student(s). These are integrated throughout the student text. The word problems on the Lesson Practice pages are taken from the new concept presented in that lesson. Word problems on the Systematic Review pages cover subjects from other lessons and books. These may include 2 or 3 step word problems.

Tables, glossary, and index have been also been added to each teacher manual. Review topics are included in the index with the page number in the student book where they appear.
Quick review segments are now found throughout the Student Text in the Systematic Review pages. These provide instruction of important previously learned concepts.

The most detailed solutions in the Teacher Manual are given for new concepts. For word problems we gave the procedure for finding the answer, even if not all the arithmetic was shown. We also added notes to the answer keys to reassure parents when answers could be given in different ways.

In addition to all of these improvements, the Primer through Pre-Algebra curricula were written simultaneously. This means they all have the same format, the same fonts, and a cleaner look. So while the content has been improved, so has the layout. The flow of concepts among all the books has also been significantly enhanced. The classic books were written at 2-3 year intervals and were somewhat disjointed. All of these 8 books were laid out concurrently. New concepts are systematically introduced and the progression of topics taught and reviewed is an integrated whole.

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Question
4. How do students score on achievement tests?

Answer
We have wonderful letters from individuals and teachers who have used the program and have had excellent results. We don't keep track of test results, or teach to the test, though. Most curricula are based around tests. As achievement tests change so the curricula. We believe this is the tail wagging the dog! Math·U·See presents math in a logical sequence regardless of the latest standardized test. Because of this, there will be times when Math·U·See students won't score as well because we haven't followed the tests' sequence. But in the long run, MUS kids will be much better off because they will not only know how to do math, they will understand it as well. For more on this subject, you can download documents with comments from Steve Demme, or comments from Lisa Angle.

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Question
5. How do I decide where to place my student?

Answer
Look at the list of concepts covered in each book on the curriculum page. If your student has mastered the concepts in a particular level, begin at the next level. There are placement tests on this web site which cover the general concepts contained in each level. These will be a good indicator, along with your assessment of the student's understanding of concepts, of where to place the student. Remember, the goal of Math·U·See is for concept understanding. Reviewing with success is far better than the advancing with frustration and tears! If you still have questions, contact your local Rep for advice.

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Question
6. How do I get an older student started in MUS?

Answer
Look at the answer to question 5 for tips on placement. If you have purchased Math·U·See for a younger student, encourage the older student to watch the video and become familiar with the manipulatives at that level before beginning another level. You might also consider getting the classic Math·U·See video for a previous level in order to review. It is very important that you do not skip concepts at the earlier levels, as math is a sequential subject that builds on concepts previously mastered.

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Question
7. Can an older student watch the video and teach himself?

Answer
While it is a good thing to have someone help the student while learning upper level math (two are better than one), many students will be able to teach themselves with the aid of the DVD/Video and Teacher Manual. In fact it is a positive thing to encourage self study in the high school years, as it is excellent preparation if your student is planning on attending college or any further education. So while we generally encourage teacher/parent participation in the Math·U·See program, we do recognize that students have been successfully learning the upper levels of Math·U·See on their own for years.

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Question
8. What do I need for each level?

Answer
Each level requires: Teacher Pack, Student Kit and the appropriate manipulatives. Primer through Algebra 1 use the standard manipulative blocks or "starter set". If you are starting in Epsilon, you do not need to purchase the blocks until the next level. Epsilon uses the fraction overlays. The algebra/decimal inserts are needed for Zeta, Pre-Algebra and Algebra 1. Completer blocks, and the Skip Count Cassette or CD are helpful but optional.

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Question
9. Must I buy the video/DVD?

Answer
The Teacher Manual and video/DVD for each level are now sold as sets. The key to Math·U·See is having the teacher understand the concepts in order to be able to teach them. On the video/DVD Steve Demme demonstrates the teaching of the concepts with the manipulatives so the teacher in turn may demonstrate to the student, the new math concept to be learned. An aim of Math·U·See is to train and equip teachers. The videos are the primary method of accomplishing this.

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Question
10. Are the blocks only for younger students?

Answer
No they are used up through the Algebra 1 level. The blocks are a visual illustration of the abstract numbers or letters on the page, therefore, every student benefits from using the manipulatives.

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Question
11. Do I need one or two sets of blocks and how do the sets fit together?

Answer
The starter manipulative set has 4 of each of the unit pieces plus 20 tens and 24 units. This is to allow the student to be able to do the maximum amount of problems with the blocks while keeping the set inexpensive. The completer set contains 6 each of the two, three, four, six, seven, eight, nine, and one hundred pieces, plus 10 fives, 10 tens, and 16 units. The two sets together allow the student to have at least 10 of each piece. At the Primer, Alpha and Beta levels the student will be making a Math·U·See "block clock" to help him comprehend telling time. With a little creativity you can build the clock with one set, but the extra fives make a nicer clock. Also, when doing larger problems, it is convenient, but not necessary, to have more blocks.

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Question
12. Can I still order the classic Math·U·See curriculum?

Answer
Yes. Math·U·See is committed to keeping the classic curriculum available. Contact your local Representative for more information.

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Question
13. What is the classic Math·U·See curriculum?

Answer
The classic curriculum refers to the older series of math books entitled, "Introduction, Foundations, Intermediate, and Advanced". More on this topic

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Question
14. What do the names of the new books mean?

Answer
They are the first six letters of the Greek alphabet. You will be using some of these letters in higher level math.

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Question
15. Can a student start Algebra 1 without having previously used Math·U·See?

Answer
It is possible to use Algebra 1 without completing the earlier levels of Math·U·See. If the student has successfully completed another pre-algebra text he should be fine in the MUS Algebra 1.

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Question
16. How high does Math·U·See go?

Answer
PreCalculus.

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Question
17. How do I place an order?

Answer
You can print or submit an Order Form off this web site or call your Local Representative.

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Question
18. How do I find my Math·U·See representative?

Answer
Check the Representative page on this web site, or call 1-888-854-MATH (6284).

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Question
19. Are there special offers or discounts for large orders?

Answer
Math·U·See offers an excellent value for a video/DVD based curriculum We strive to keep our prices reasonable, but do not have any special offers or discounts.

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Question
20. Do we sell used Math·U·See books?

Answer
No. Check the Internet for used curriculum or at used curriculum fairs. We recommend that you take a look at our buyers and sellers guide before purchasing used curriculum.

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Question
21. What about Susan Wise Bauer's comments in her book "The Well-Trained Mind"?

Answer
Click here to see Steve Demme's comments.

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Question
22. What about Cathy Duffy's comments in her book "100 Top Picks for
Homeschool Curriculum"?


Answer
Click here to see Steve Demme's comments.

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Question
23. What is the name of the background music on the menus in the DVDs?

Answer
The music comes from The Music Bakery and is called Regal Baroque. It is a composition written by the president Jack Waldenmaier.

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Question
24. What is the correct order for the upper-level math courses?

Answer
(More on this topic) Algebra 1 is the first book to be done in the upper level sequence, as it is a prerequisite for both Geometry and Algebra 2. After you have completed Algebra 1, you can proceed to Geometry or Algebra 2. In the Math·U·See program we have opted for taking Geometry next for the following reasons:

In our Geometry Curriculum, we focus on measuring the earth (Geo-earth, Metry-measure) by learning lines, angles, planes, area, perimeter, volume, surface area, and Pythagorean Theorem first. In the last third of the book we study postulates, theorems, and proofs. This approach differs from many curricula, which spend most of the class on abstract proofs, instead of concrete formulas for measuring the earth. I believe simple maturation of a student helps them learn abstract concepts better. So I put concrete subject matter in the beginning of the book, then proofs at the end, and we follow this pattern by studying Algebra 2 next. Algebra 2 is much more abstract then Algebra 1, particularly in Math·U·See where we are still using manipulatives in Algebra 1.
And, lest a student forget what they learned in Algebra 1, we have sprinkled Algebra 1 review lessons systematically throughout Geometry.

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