1. Prime Time: Factors and Multiples
Mainly a game book but unfortunately, a boring game book with factors. The material  is very boring for a regular 6th grader who learn most of these materials in 5th grade. For a curriculum that stresses on real world problems, most of the problems are not real life problems. For example, there are exercises to discover abundant, deficit and perfect number which are interesting numbers but have no application in life -- most scientists and mathematicians have not heard about them. This is also the unit where students are asked to make posters about numbers (including my favorite number). Points are given for creativity such as writing a poem. The last chapter on the locker problem is interesting. However, if the student is smart, he/she will realize that without working hard there is a 50% to be correct just by guessing.

2. Bits and Pieces I: Understanding Rational Number
This unit contains a large overlap with fifth grade mathematics curriculum. Students use paper strip to understand fractions. Most of the materials described here about fractions, decimals and percentage are so simple minded, a competent 6th grader would have known the material already. In some exercises I see illustrate problem regarding the unstructured and disorganized way about CMP. For example, problems to extract fraction of shaded area (half of a circle inside a square with twice of the radius) is impossible for students who have not been exposed to circles. I know for sure that 5th graders under current system have not learned about circles yet. Reform math does not believe in sequential learning which is the beauty of mathematics.

3. Bits and Pieces II: Using Rational Number
It was my daughter's experience with this unit that I started tutoring her at home. She was an A student and was in 7th grade. She was completely confused by the way CMP introduced fractions, decimals and percentages. She was frustrated by the tricks that she "discovered" which did not work in more general cases. Obviously she was not taught about formulas to convert one to the other. A lot of students have problems learning addition and subtraction of fractions using this unit. My daughter already knew manipulation including division of fraction very well by the time she encountered this book.

4. Shapes and Designs: Two Dimensional Geometry
After 6 weeks of playing around with polygons and triangles in 5th grade, similar activities are repeated again in this four week course. The only interesting thing is the angle rulers the students learn to use. It is pathetic not to teach area of rectangle, squares and triangles in 6th grade. The last chapter on logo programming looks interesting but I have no knowledge of this to judge -- the commands seem to introduce the students to actual angles and may be useful.

5. Covering and Surrounding : Two Dimension Measurement
Again, I prefer to learn about calculations of perimeters and areas the old fraction way by instruction with illustration than to learn by discovery. Discovering pi by cutting and pasting of circles is a waste of time. One popular way to discover pi in other reform books is to measure circumference and diameter. pi=circumference/diameter. It is much easier. Even so, it took my daughter nearly two hours one evening to do such activity. What is wrong with just remembering pi as 3.1416 and to show that pi is less than 4.

6. How Likely is it: Probability
Most of these concepts of probability of getting head or tails by flipping coins, getting one of the number in tossing dice are so obvious to some kids, they would resent some of the "tedious" experiments.