
2. Golden bead bars.
3. A mat on which to place the bead bars.
(* Chains introduce child to concept of 3 sets of 3, etc.)
2. As bead bars are placed it can be stated: "One set of two." Then, "Two sets of two", then "Three sets of two." (Lay out as illustrated in first illustration.)
3. Quantities over ten use golden bead bars and colored bead bars.
4. When this has been completed return to the first set of two's and ask the child, "How many sets of two?" The answer will be "one", and continue to 10.
5. State, "Three sets of two equal six." Continue through other sets of bead bars. Record if child wishes.
2. Show the child that 6 x 2 is the same as 2 x 6 etc.
3. State: "Six sets of two equal twelve", and "Two sets of six equal twelve."
4. Possible combinations are, 6 sets of 2, 4 sets of 3, 3 sets of 4, 2 sets of 6 and 12 sets of 1.
2. A box of golden bead bars, and a box of golden units.
3. A mat on which to work.
4. Select a category with which to work, such as 4. Place a 4 bar horizontally on the mat, state: "One set of four equals four."
5. Count four golden units and place them vertically under the four bar.
6. Take two bars of 4 and place them horizontally and state: "Two sets of four are eight."
7. Place eight unit beads vertically.
8. Continue until the golden units are ten or over, then replace with a 10 bar.
9. Continue through all the tables.
2. Comparing the quantities of bead bars.
3. The number of bead bars in the boxes.
4. Multiplication chart.
2. Laying out the pattern of the multiples.
3. Noting the colored bead bars in the pattern.
4. The increasing size of each pattern.
2. Visual presentation of multiplication tables.
3. Preparation for geometry and algebra.