Learning Mathematics Abacus Pdf
Assign each column a place value. As on a modern calculator, each column of beads represents a 'place' value from which you build a numeral. So, the farthest column on the right would be the 'ones' place (1-9), the second farthest the 'tens' place (10-99), the third farthest the hundreds (100-999), and so on. You can also assign some columns to be decimal places if necessary. For example, if you are representing a number like 10.5, then the furthest right column would be the tenths place (the first decimal place), the second column would be the ones place, and the third column the tens place. Likewise, to represent a number like 10.25, the furthest right column would be the hundredths place, the second column would be the tenths place, the third the ones place, and the fourth the tens place. Repeat the pattern for higher numbers.
The process is essentially the same across the abacus. Go from 'nine,' in which all the beads in the ones place are pushed up and the bead in the top row is pushed down, to 'ten,' in which a single bead from the bottom row of the tens place is pushed up (while the beads in the ones place are pushed back to their starting or '0' position). For example, 11 would have one bead in the second column pushed up, and another in the first column pushed up, all on the bottom row.
Abacus Tutorials
Twelve would have one in the second column and two in the first column, all pushed up, and all on the bottom row. Two hundred and twenty six would have two in the third column pushed up in the bottom row, and two in the second column pushed up in the bottom row. In the first column, one bead on the bottom row would be pushed up, and the bead on the top row would be pushed down.