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Course information

Welcome To Abacus Mental Arithmetic Education Center!
Division

Using the principles of repeatedly subtraction based on a subtraction

[Hi Abacus Lesson 3]Existing an abacus calculation methods for division has been controversial because there are mathematical concepts. (Zeros place, digit calculation method to place number divided on an abacus, etc) Hiabacus got rid of the unnecessary elements of the existing how to do division and switched as a mathematical way.

[Hi Abacus Lesson 3]Division gets to know using the principles of repeatedly subtraction based on a subtraction. (Discusses various prints, learning principle problem', etc)


Learning Target

1

Learn mathematical concepts that determine the number of digits in the quotient through the problem of shares to obtain places.

2

In case of vertical problems, it can be induced to understand the basic concepts of the division where the number of digits in the quotient determined by displaying a dotted line that separates each position by writing the answers.

3

In the 'Hiabacus problem', you can understand the relationship between multiplication and division by a checksum to themselves.

4

The abacus calculation methods for division in principles is no different from the way of school and you can learn school methods in 'learning principle section'.

5

Like multiplication, when learning each lesson, we induced not to be mechanical learning through the proper combination of problems in the last lesson.

Lecture configuration
Consists of total 13 levels(52 lessons) and can study weekly.
LevelLearning Content
1 Lesson 1 - 2 digits by 1 digit(1)
Lesson 2 - 2 digits by 1 digit(2)
Lesson 3 - 2 digits by 1 digit(3)
Lesson 4 - 2 digits by 1 digit(4)
2 Lesson 5 - 2 digits by 1 digit(5)
Lesson 6 - 2 digits by 1 digit(6)
Lesson 7 - 2 digits by 1 digit(7)
Lesson 8 - 2 digits by 1 digit(8)
3 Lesson 9 - 4 digits times 1 digit (1)
Lesson 10 - 4 digits times 1 digit (2)
Lesson 11 - 4 digits times 1 digit (3)
Lesson 12 - 4 digits times 1 digit (4)
4 Lesson 13 - 4 digits times 1 digit (5)
Lesson 14 - 4 digits times 1 digit (6)
Lesson 15 - 4 digits times 1 digit (7)
Lesson 16 - 4 digits times 1 digit (8)
5 Lesson 17 - 2 digits times 2 digits (1)
Lesson 18 - 3 digit by 1 digit(1)
Lesson 19 - 2 digits times 2 digits (2)
Lesson 20 - 3 digit by 1 digit(2)
6 Lesson 21 - 2 digits times 2 digits (3)
Lesson 22 - 3 digits by 1 digit(3)
Lesson 23 - 2 digits times 2 digits (4)
Lesson 24 - 3 digits by 1 digit(4)
7 Lesson 25 - 2 digits times 2 digits (1)
Lesson 26 - 3 digits by 1 digit(1)
Lesson 27 - 2 digits times 2 digits (2)
Lesson 28 - 3 digit by 1 digit(2)
8 Lesson 29 - 2 digits times 2 digits (3)
Lesson 30 - 3 digits by 1 digit(3)
Lesson 31 - 2 digits times 2 digits (4)
Lesson 32 - 3 digits by 1 digit(4)
9 Lesson 33 - 2 digits times 2 digits (1)
Lesson 34 - 2 digits by 2 digits (1)
Lesson 35 - 2 digits times 2 digits (2)
Lesson 36 - 2 digits by 2 digits (1)
10 Lesson 37 - 2 digits times 2 digits (3)
Lesson 38 - 2 digits by 2 digits (3)
Lesson 39 - 2 digits times 2 digits (4)
Lesson 40 - 2 digits by 2 digits (4)
11 Lesson 41 - 3 digits times 2 digits (1)
Lesson 42 - 3 digits by 2 digits (1)
Lesson 43 - 3 digits times 2 digits (2)
Lesson 44 - 3 digits by 2 digits (2)
12 Lesson 45 - 3 digits times 2 digits (3)
Lesson 46 - 3 digits by 2 digits (3)
Lesson 47 - 3 digits times 2 digits (4)
Lesson 48 - 3 digits by 2 digits (4)
13 Lesson 49 - 3 digits times 2 digits (1)
Lesson 50 - 3 digits by 2 digits (1)
Lesson 51 - 3 digits times 2 digits (2)
Lesson 52 - 3 digits by 2 digits (2)