易算盤教數學 教學指標
(1)自然法則即原本
算盤歸零如同水往低處流的原本,
重力使上翻往下,下翻往上皆歸零,
0 1 2 3 4 5 6 7 8 9 連續數是加法,
9 8 7 6 5 4 3 2 1 0 倒數就是減法,
加減相反,即 + - 互逆,
加往上則減往下,加往下則減往上,
充分且必要,展現原本即自然。
如圖:九珠十進算盤的二種歸零法,
面對面的對打教學盤。
Computing math
Mathematics Teaching Index
(1) the natural law that the original
Abacus as water to the low flow of the original,
Gravity to turn down,
the next turn up to zero,
0 1 2 3 4 5 6 7 8 9
Continuous number is added,
9 8 7 6 5 4 3 2 1 0
The countdown is subtraction,
Addition and subtraction is the opposite, that is,
+ - Plus the next is reduced down,
plus the next is reduced to the last,
Full and necessary,
to show the original natural.
Figure: nine beads decathlon two zero method,
Face-to-face teaching.
2017年9月22日 星期五
教學指標(2)
(2)象形示數
寓教於樂親子對打,
數學就是這麼簡單,
生命哲理原本啟發,
悟理解盤算易算盤。
■ 1 , ■■ 2 , ■■■ 3 , 4 , 5 ,...
☆1 , ☆☆2 , ☆☆☆3 , 4 , 5 ,...
算盤構造
取長方形或正方形的幾何對稱性,
圓柱串珠可上可下歸零就是開始,
橫樑分段完成整數特性原理延伸,
任何進位制原理與四則運算相通,
含概所有整數分數小數自然展現,
位數位名位值手腦互動一目了然,
啟蒙教學小中高大案前必備工具。
(2) pictographs
Entertaining play with others,
Mathematics is so simple,
The philosophy of life was originally inspired,
Understand the calculation of easy to calculate disk.
■ 1, ■ ■ 2, ■■■ 3, 4, 5, ...
☆ 1, ☆ ☆ 2, ☆ ☆ ☆ 3, 4, 5, ...
Abacus construction
Take the geometric symmetry of the rectangle or square,
Cylindrical bead can be on the next zero is the beginning,
The crossbar segment completes the integer characteristic principle extension,
Any carry system principle and four operations connected,
Contains all the integer fraction fractional natural show,
Bit position bit value mind brain interaction at a glance,
Enlightenment teaching small and medium high before the necessary tools.
寓教於樂親子對打,
數學就是這麼簡單,
生命哲理原本啟發,
悟理解盤算易算盤。
■ 1 , ■■ 2 , ■■■ 3 , 4 , 5 ,...
☆1 , ☆☆2 , ☆☆☆3 , 4 , 5 ,...
算盤構造
取長方形或正方形的幾何對稱性,
圓柱串珠可上可下歸零就是開始,
橫樑分段完成整數特性原理延伸,
任何進位制原理與四則運算相通,
含概所有整數分數小數自然展現,
位數位名位值手腦互動一目了然,
啟蒙教學小中高大案前必備工具。
(2) pictographs
Entertaining play with others,
Mathematics is so simple,
The philosophy of life was originally inspired,
Understand the calculation of easy to calculate disk.
■ 1, ■ ■ 2, ■■■ 3, 4, 5, ...
☆ 1, ☆ ☆ 2, ☆ ☆ ☆ 3, 4, 5, ...
Abacus construction
Take the geometric symmetry of the rectangle or square,
Cylindrical bead can be on the next zero is the beginning,
The crossbar segment completes the integer characteristic principle extension,
Any carry system principle and four operations connected,
Contains all the integer fraction fractional natural show,
Bit position bit value mind brain interaction at a glance,
Enlightenment teaching small and medium high before the necessary tools.
教學指標(3)
(3)四則運算
手撥眼及腦運算,專注盤算演邏輯,
一個一數曉自然,連加速得推乘法,
續減分完配成商,四則特性知原本,
算式呈現定律通,易位對打樂相長。
+ 1連續數 , -1倒數; + - 互逆
1+1+1 = 3 = 1 ×3 , 一有三個
2+2+2+2 = 8 = 2 ×4 , 二有四個
☆乘法是加法的速算法
4 ÷2 = 2 四顆糖平分,每人得二顆
4 -2 -2 =0 四顆平分減二減二分完
☆除法是減法的速算法
∵4+3=7=3+4 ∴4×3=12=3×4
☆∵ 加減互逆 , ∴ 乘除互逆
☆加法適合交換律,乘法也是
∵7 -5=2 ≠ 5 -7 ∴7÷5 ≠ 5÷7
☆減法不適合交換律,除法也相同
☆盤算算盤演證數理邏輯通原本。
(3) four operations
Hand-dial and brain computing, focusing on computing logic,
A number of small nature, and even speed to push the law,
Continued to sub-sub-set into the business, the four characteristics of the original,
The formula is presented with the law.
+ 1 consecutive number, -1 reciprocal; + - reciprocal
1 + 1 + 1 = 3 = 1 × 3 , a three
2 + 2 + 2 + 2 = 8 = 2 × 4 , two have four
☆ multiplication is the addition of the speed algorithm
4 ÷ 2 = 2 four sugar equal, each person had two
4 -2 -2 = 0 four cents minus two minus two points finished
☆ division is the speed of the subtraction algorithm
∵ 4 + 3 = 7 = 3 + 4 ∴ 4 × 3 = 12 = 3 × 4
☆ ∵ addition and subtraction of each other, ∴ multiplied by the inverse
☆ Addition is suitable for exchange law, multiplication is also
∵7 -5 = 2 ≠ 5 -7 ∴ 7 ÷ 5 ≠ 5 ÷ 7
☆ subtraction is not suitable for exchange law, division is also the same
☆ calculate the operator count the logic of the original logic of the original.
手撥眼及腦運算,專注盤算演邏輯,
一個一數曉自然,連加速得推乘法,
續減分完配成商,四則特性知原本,
算式呈現定律通,易位對打樂相長。
+ 1連續數 , -1倒數; + - 互逆
1+1+1 = 3 = 1 ×3 , 一有三個
2+2+2+2 = 8 = 2 ×4 , 二有四個
☆乘法是加法的速算法
4 ÷2 = 2 四顆糖平分,每人得二顆
4 -2 -2 =0 四顆平分減二減二分完
☆除法是減法的速算法
∵4+3=7=3+4 ∴4×3=12=3×4
☆∵ 加減互逆 , ∴ 乘除互逆
☆加法適合交換律,乘法也是
∵7 -5=2 ≠ 5 -7 ∴7÷5 ≠ 5÷7
☆減法不適合交換律,除法也相同
☆盤算算盤演證數理邏輯通原本。
(3) four operations
Hand-dial and brain computing, focusing on computing logic,
A number of small nature, and even speed to push the law,
Continued to sub-sub-set into the business, the four characteristics of the original,
The formula is presented with the law.
+ 1 consecutive number, -1 reciprocal; + - reciprocal
1 + 1 + 1 = 3 = 1 × 3 , a three
2 + 2 + 2 + 2 = 8 = 2 × 4 , two have four
☆ multiplication is the addition of the speed algorithm
4 ÷ 2 = 2 four sugar equal, each person had two
4 -2 -2 = 0 four cents minus two minus two points finished
☆ division is the speed of the subtraction algorithm
∵ 4 + 3 = 7 = 3 + 4 ∴ 4 × 3 = 12 = 3 × 4
☆ ∵ addition and subtraction of each other, ∴ multiplied by the inverse
☆ Addition is suitable for exchange law, multiplication is also
∵7 -5 = 2 ≠ 5 -7 ∴ 7 ÷ 5 ≠ 5 ÷ 7
☆ subtraction is not suitable for exchange law, division is also the same
☆ calculate the operator count the logic of the original logic of the original.
(4)地球算盤通行無阻
⑷算盤無國界
易算盤數位分明計算簡單通行地球,
1500年前印度人發明阿拉伯數字,
0123456789,"十"進制 統一了地球,
每個位數都有 0~9 共 "十" 個數碼,,,
10=1+9, +9=+10-1, +1=+10-9
10=2+8, +8=+10-2, +2=+10-8
10=3+7, +7=+10-3, +3=+10-7
10=4+6, +6=+10-4, +4=+10-6
10=5+5, +5=+10-5,
-5=-10+5, -6=-10+4, -7=-10+3
-8=-10+2, -9=-10+1, -1=-10+9
-2=-10+8, -3=-10+7, -4=-10+6
口訣:各檔滿十, 進位加1及借位減1,
23+88=23+80 +10-2 =111
聚化速算 20+90 +3-2 =111
74-36=74 -30 -10+4=38
聚化速算 74 -40+4=38
51-19=51 -10 -10+1=32
聚化速算 51 -20+1=32
201- 112 = 101 - 12
速算 = 101 - 20 +8 = 89
每個位數方法相同,依此類推,,,
因為十進數各個位名都有十個數碼,
按九珠十進盤面 : 口訣就是"補十",
( 1,9 ),( 2,8 ),( 3,7 ),( 4,6 ),( 5,5 )。
⑷ abacus without borders
Easyabacus the number of clear calculation of the passage of the Earth,
1500 years ago the Indian invented the Arabic numerals,
0123456789, "ten" into the system unified the earth,
Each bit has 0 to 9 a total of "ten" digital ,,,
10 = 1 + 9, + 9 = + 10-1, + 1 = + 10-9
10 = 2 + 8, +8 = +10-2, +2 = +10-8
10 = 3 + 7, + 7 = + 10-3, +3 = +10-7
10 = 4 + 6, +6 = +10-4, +4 = +10-6
10 = 5 + 5, +5 = +10-5,
-5 = -10 + 5, -6 = -10 + 4, -7 = -10 + 3
-8 = -10 + 2, -9 = -10 + 1, -1 = -10 + 9
-2 = -10 +8, -3 = -10 +7, -4 = -10 + 6
formulas: the file full of ten, carry plus 1 and borrow by 1,
23 + 88 = 23 + 80 + 10-2 = 111
Aggregation speed calculation
20 +90 +3-2 = 111
74-36 = 74 -30 -10 + 4 = 38
Aggregation speed count
74 -40 + 4 = 38
51-19 = 51 -10 -10 + 1 = 32
Aggregation speed count
51-20 + 1 = 32
201 - 112 = 101 - 12
Express = 101 - 20 +8 = 89
Each bit of the same method, and so on, and so on ,,,
Because the decimal number of each bit name has ten digital,
According to nine beads into the disk: formula is "make up ten"
(1, 9), (2, 8), (3,7), (4,6), (5,5).
易算盤數位分明計算簡單通行地球,
1500年前印度人發明阿拉伯數字,
0123456789,"十"進制 統一了地球,
每個位數都有 0~9 共 "十" 個數碼,,,
10=1+9, +9=+10-1, +1=+10-9
10=2+8, +8=+10-2, +2=+10-8
10=3+7, +7=+10-3, +3=+10-7
10=4+6, +6=+10-4, +4=+10-6
10=5+5, +5=+10-5,
-5=-10+5, -6=-10+4, -7=-10+3
-8=-10+2, -9=-10+1, -1=-10+9
-2=-10+8, -3=-10+7, -4=-10+6
口訣:各檔滿十, 進位加1及借位減1,
23+88=23+80 +10-2 =111
聚化速算 20+90 +3-2 =111
74-36=74 -30 -10+4=38
聚化速算 74 -40+4=38
51-19=51 -10 -10+1=32
聚化速算 51 -20+1=32
201- 112 = 101 - 12
速算 = 101 - 20 +8 = 89
每個位數方法相同,依此類推,,,
因為十進數各個位名都有十個數碼,
按九珠十進盤面 : 口訣就是"補十",
( 1,9 ),( 2,8 ),( 3,7 ),( 4,6 ),( 5,5 )。
⑷ abacus without borders
Easyabacus the number of clear calculation of the passage of the Earth,
1500 years ago the Indian invented the Arabic numerals,
0123456789, "ten" into the system unified the earth,
Each bit has 0 to 9 a total of "ten" digital ,,,
10 = 1 + 9, + 9 = + 10-1, + 1 = + 10-9
10 = 2 + 8, +8 = +10-2, +2 = +10-8
10 = 3 + 7, + 7 = + 10-3, +3 = +10-7
10 = 4 + 6, +6 = +10-4, +4 = +10-6
10 = 5 + 5, +5 = +10-5,
-5 = -10 + 5, -6 = -10 + 4, -7 = -10 + 3
-8 = -10 + 2, -9 = -10 + 1, -1 = -10 + 9
-2 = -10 +8, -3 = -10 +7, -4 = -10 + 6
formulas: the file full of ten, carry plus 1 and borrow by 1,
23 + 88 = 23 + 80 + 10-2 = 111
Aggregation speed calculation
20 +90 +3-2 = 111
74-36 = 74 -30 -10 + 4 = 38
Aggregation speed count
74 -40 + 4 = 38
51-19 = 51 -10 -10 + 1 = 32
Aggregation speed count
51-20 + 1 = 32
201 - 112 = 101 - 12
Express = 101 - 20 +8 = 89
Each bit of the same method, and so on, and so on ,,,
Because the decimal number of each bit name has ten digital,
According to nine beads into the disk: formula is "make up ten"
(1, 9), (2, 8), (3,7), (4,6), (5,5).
(5)乘是加的速算
乘法 智慧的加法
Multiplication is the addition of wisdom
⑸乘法聚化速算
看算式手撥珠,盤面演證邏輯,
推論乘法九九,理解乘即累加,
連加倍乘相通,順暢快速運算。
1=1×1=1 一個1 , 1有一個
1+1=1×2=2 二個1 , 1有二個
2+2+2=2×3=6 三個2 , 2有三個
2+2+2+2=2×4=8 2有四個
按圖示方法練習九九乘法,
盤算推演二位數及 乘10 補 0 法,
依此類推 乘百 補 二個 0 ,,,,,
8 連加九次得 8× 9 = 72
5 連加六次得 5× 6 = 30
7 連加十次得 7×10 = 70
16連加20次得 16×20 = 320
29連加百次得 29×100= 2900
利用"算式"加減化聚作乘法運算
24×15 = (20+4)×15
= 20×15 + 4 ×15
= 300 + 60 = 360
= 24×(10+5)
= 24×10 + 5×24
= 240 + 120 = 360
38×29 = (40-2)×29
= 40×29 - 2×29
= 1160 - 58 = 1102
= 38×(30-1)
= 38×30 - 38×1
= 1140 - 38 =1102
⑸ multiplication polymerization speed calculation
See the dial hand dial,
disk show logic,
Inferred multiplication ninety-nine, to understand the cumulative,
Even doubled multiplication, smooth and fast operation.
1 = 1 × 1 = 1 a 1, 1 has one
1 + 1 = 1 × 2 = 2 two 1, 1 there are two
2 + 2 + 2 = 2 × 3 = 6 three 2, 2 have three
2 + 2 + 2 + 2 = 2 × 4 = 8 2 There are four
According to the illustrated method of practice ninety multiplication,
Calculate the deduction of two digits and multiplied by 10 to fill 0 method,
And so on by one hundred plus two 0 ,,,,,
8 plus nine times 8 × 9 = 72
5 plus six times 5 × 6 = 30
7 plus 10 times 7 × 10 = 70
16 plus 20 times 16 × 20 = 320
29 plus 100 times were 29 × 100 = 2900
Using the "formula" plus and minus multiplication multiplication
24 × 15 = (20 + 4) x 15
= 20 × 15 + 4 × 15
= 300 + 60 = 360
= 24 × (10 + 5)
= 24 × 10 + 5 × 24
= 240 + 120 = 360
38 × 29 = (40-2) × 29
= 40 × 29 - 2 × 29
= 1160 - 58 = 1102
= 38 × (30-1)
= 38 × 30 - 38 × 1
= 1140 - 38 = 1102
Multiplication is the addition of wisdom
⑸乘法聚化速算
看算式手撥珠,盤面演證邏輯,
推論乘法九九,理解乘即累加,
連加倍乘相通,順暢快速運算。
1=1×1=1 一個1 , 1有一個
1+1=1×2=2 二個1 , 1有二個
2+2+2=2×3=6 三個2 , 2有三個
2+2+2+2=2×4=8 2有四個
按圖示方法練習九九乘法,
盤算推演二位數及 乘10 補 0 法,
依此類推 乘百 補 二個 0 ,,,,,
8 連加九次得 8× 9 = 72
5 連加六次得 5× 6 = 30
7 連加十次得 7×10 = 70
16連加20次得 16×20 = 320
29連加百次得 29×100= 2900
利用"算式"加減化聚作乘法運算
24×15 = (20+4)×15
= 20×15 + 4 ×15
= 300 + 60 = 360
= 24×(10+5)
= 24×10 + 5×24
= 240 + 120 = 360
38×29 = (40-2)×29
= 40×29 - 2×29
= 1160 - 58 = 1102
= 38×(30-1)
= 38×30 - 38×1
= 1140 - 38 =1102
⑸ multiplication polymerization speed calculation
See the dial hand dial,
disk show logic,
Inferred multiplication ninety-nine, to understand the cumulative,
Even doubled multiplication, smooth and fast operation.
1 = 1 × 1 = 1 a 1, 1 has one
1 + 1 = 1 × 2 = 2 two 1, 1 there are two
2 + 2 + 2 = 2 × 3 = 6 three 2, 2 have three
2 + 2 + 2 + 2 = 2 × 4 = 8 2 There are four
According to the illustrated method of practice ninety multiplication,
Calculate the deduction of two digits and multiplied by 10 to fill 0 method,
And so on by one hundred plus two 0 ,,,,,
8 plus nine times 8 × 9 = 72
5 plus six times 5 × 6 = 30
7 plus 10 times 7 × 10 = 70
16 plus 20 times 16 × 20 = 320
29 plus 100 times were 29 × 100 = 2900
Using the "formula" plus and minus multiplication multiplication
24 × 15 = (20 + 4) x 15
= 20 × 15 + 4 × 15
= 300 + 60 = 360
= 24 × (10 + 5)
= 24 × 10 + 5 × 24
= 240 + 120 = 360
38 × 29 = (40-2) × 29
= 40 × 29 - 2 × 29
= 1160 - 58 = 1102
= 38 × (30-1)
= 38 × 30 - 38 × 1
= 1140 - 38 = 1102
教學指標(6)原本無礙
⑹ + - × ÷ 四則的原本
÷ 是 - 的速算法,與 × 相反,互逆
÷ × 互為逆運算,因 + - 是逆運算
+ ⇆ -
↯ ↯
× ⇆ ÷
四則原本通用於數學領域
數論代數幾何延伸全靠它
三大領域推演無限超智慧
16 + □ = 33 , □ = 33 - 16 = 17
○ - 28 = 45 , ○ = 45 + 28 = 73
19 × ♢= 57 , ♢ = 57 ÷ 19 = 3
◇ ÷ 15 = 8 , ◇ = 8 × 15 = 120
除法是減法延伸,減法不適合交換
除法也不適合交換;加,乘則皆可
6+6+6=6×3 乘是加的速算
5+9=9+5 ∵加適合交換律
9×5=5×9 ∴乘也適合
☆10顆糖分二盤,每盤幾顆糖?
10 - ( ) - ( ) = 0
∵10 ÷ 2 = ( )
∴減法的速算是除法
☆65人分座五台車,每車幾人?
65 -□ -□ -□ -□ -□ = 0
65 = □ × 5 , □ = 65 ÷ 5 =13
⑹ + - × ÷ four of the original
÷ is - the speed algorithm,
and × the opposite, the inverse
÷ × mutually inverse operation, because + - is the inverse operation
+ ⇆ -
↯ ↯
× ⇆ ÷
four were originally used in the field of mathematics
The geometric extension of algebra depends on it
three areas to deduce infinite super wisdom
16 + □ = 33, □ = 33 - 16 = 17
○ - 28 = 45, ○ = 45 + 28 = 73
19 × ♢ = 57, ♢ = 57 ÷ 19 = 3
◇ ÷ 15 = 8, ◇ = 8 × 15 = 120
Division is subtraction extension, subtraction is not suitable for exchange
Division is not suitable for exchange; plus, by the can be
6 + 6 + 6 = 6 × 3
multiplied by the speed of the operator
5 + 9 = 9 + 5
∵ add the appropriate exchange law
9 × 5 = 5 × 9
∴ is also suitable
☆ 10 sugar two sets, each few sugar a few?
10 - () - () = 0
∵ 10 ÷ 2 = ()
∴ subtraction is the speed of the division
☆ 65 seats five cars, several people per car?
65 - □ - □ - □ - □ - □ = 0
65 = □ x 5, □ = 65 ÷ 5 = 13
÷ 是 - 的速算法,與 × 相反,互逆
÷ × 互為逆運算,因 + - 是逆運算
+ ⇆ -
↯ ↯
× ⇆ ÷
四則原本通用於數學領域
數論代數幾何延伸全靠它
三大領域推演無限超智慧
16 + □ = 33 , □ = 33 - 16 = 17
○ - 28 = 45 , ○ = 45 + 28 = 73
19 × ♢= 57 , ♢ = 57 ÷ 19 = 3
◇ ÷ 15 = 8 , ◇ = 8 × 15 = 120
除法是減法延伸,減法不適合交換
除法也不適合交換;加,乘則皆可
6+6+6=6×3 乘是加的速算
5+9=9+5 ∵加適合交換律
9×5=5×9 ∴乘也適合
☆10顆糖分二盤,每盤幾顆糖?
10 - ( ) - ( ) = 0
∵10 ÷ 2 = ( )
∴減法的速算是除法
☆65人分座五台車,每車幾人?
65 -□ -□ -□ -□ -□ = 0
65 = □ × 5 , □ = 65 ÷ 5 =13
⑹ + - × ÷ four of the original
÷ is - the speed algorithm,
and × the opposite, the inverse
÷ × mutually inverse operation, because + - is the inverse operation
+ ⇆ -
↯ ↯
× ⇆ ÷
four were originally used in the field of mathematics
The geometric extension of algebra depends on it
three areas to deduce infinite super wisdom
16 + □ = 33, □ = 33 - 16 = 17
○ - 28 = 45, ○ = 45 + 28 = 73
19 × ♢ = 57, ♢ = 57 ÷ 19 = 3
◇ ÷ 15 = 8, ◇ = 8 × 15 = 120
Division is subtraction extension, subtraction is not suitable for exchange
Division is not suitable for exchange; plus, by the can be
6 + 6 + 6 = 6 × 3
multiplied by the speed of the operator
5 + 9 = 9 + 5
∵ add the appropriate exchange law
9 × 5 = 5 × 9
∴ is also suitable
☆ 10 sugar two sets, each few sugar a few?
10 - () - () = 0
∵ 10 ÷ 2 = ()
∴ subtraction is the speed of the division
☆ 65 seats five cars, several people per car?
65 - □ - □ - □ - □ - □ = 0
65 = □ x 5, □ = 65 ÷ 5 = 13
2017年9月20日 星期三
地球是銀河系天堂?
地球共識 平等 2017/9/20
聯合國具否決權的五個國家
美國 俄國 中國 英國 法國
攜手擁選舉權及所有會員國
團結一致成立銀河系地球國
讓地球沒有戰爭的痛苦仇恨
為二十一世紀創造大同世界
各國都宣示提倡人權與和平
為何還要研發武器互相慘殺
五大國聯手沒有無解的戰亂
讓人類文明能實現地球天堂
聯合國具否決權的五個國家
美國 俄國 中國 英國 法國
攜手擁選舉權及所有會員國
團結一致成立銀河系地球國
讓地球沒有戰爭的痛苦仇恨
為二十一世紀創造大同世界
各國都宣示提倡人權與和平
為何還要研發武器互相慘殺
五大國聯手沒有無解的戰亂
讓人類文明能實現地球天堂
傳家寶
永久珍愛的 伴手禮
世紀好禮 晉寶傳家
易算盤 定達傳家寶
手撥眼即腦推演,姆去指來瞭原本,
盤算算盤點點通,處事應對識邏輯,
步走規律按計劃,胸懷定志寶家傳。
年節贈禮,犒賞員工,珍貴家用傳承,孟宗竹手工精製,附中文說明書含稅保固二年,售價3000元台幣,宅配到府,國際售價99美元運費另計。
易算盤 訂購專線 0980 - 515298
世紀好禮 晉寶傳家
易算盤 定達傳家寶
手撥眼即腦推演,姆去指來瞭原本,
盤算算盤點點通,處事應對識邏輯,
步走規律按計劃,胸懷定志寶家傳。
年節贈禮,犒賞員工,珍貴家用傳承,孟宗竹手工精製,附中文說明書含稅保固二年,售價3000元台幣,宅配到府,國際售價99美元運費另計。
易算盤 訂購專線 0980 - 515298
2017年9月19日 星期二
生命的藝術
地球腦共識 平等
地球 2017/9/20
往前走是生命意義,花草樹木雖靜卻是生命力象徵,大自然最棒的藝術就是多樣的花與樹,美不勝收賞心悅目隨處可見,高欉深山的巨齡神木更是悠閒的自在,如常恆長靜待時間流逝不止… 如果人類能效法它們天下就太平了!
地球 2017/9/20
往前走是生命意義,花草樹木雖靜卻是生命力象徵,大自然最棒的藝術就是多樣的花與樹,美不勝收賞心悅目隨處可見,高欉深山的巨齡神木更是悠閒的自在,如常恆長靜待時間流逝不止… 如果人類能效法它們天下就太平了!
盤算 易算盤
易算盤「種子教師培訓班」招生
(1)課程時數30小時,計36堂課
(2)教室地點台中市,刻正預約報名
(3)費用總計12000元,含稅
(4)教材A4一套,另附光碟及易算盤
(5)師資證照二張盤算數學及珠心算
(6)預計報酬率月入 0~100000元
(7)年滿18歲無上限,性別,學歷不拘
洽詢專線 0980 - 515298
台灣河洛文教有限公司 謹製
(1)課程時數30小時,計36堂課
(2)教室地點台中市,刻正預約報名
(3)費用總計12000元,含稅
(4)教材A4一套,另附光碟及易算盤
(5)師資證照二張盤算數學及珠心算
(6)預計報酬率月入 0~100000元
(7)年滿18歲無上限,性別,學歷不拘
洽詢專線 0980 - 515298
台灣河洛文教有限公司 謹製
2017年9月17日 星期日
地球腦共識 平等
地球 2017/9/17
超過 75 億人生活在自轉又環繞著太陽與宇宙恆進的地球上,它孕育過難以計數的生命體。
人類有幸因科技進展而能在網路上立刻交流,不分膚色人種,沒有階層高低,如同兄弟姊妹們平等互動,多數認可已形成通行共識的地球腦。
恐怖攻擊是自己容忍不了的罪行,天大委曲或不平遭遇都不能當成行為理由,別繼續受困於毀滅信仰及仇恨報復的心態,改變思維為了不該發生的過往情境而轉向,努力創造想要的願景…
超過 75 億人生活在自轉又環繞著太陽與宇宙恆進的地球上,它孕育過難以計數的生命體。
人類有幸因科技進展而能在網路上立刻交流,不分膚色人種,沒有階層高低,如同兄弟姊妹們平等互動,多數認可已形成通行共識的地球腦。
恐怖攻擊是自己容忍不了的罪行,天大委曲或不平遭遇都不能當成行為理由,別繼續受困於毀滅信仰及仇恨報復的心態,改變思維為了不該發生的過往情境而轉向,努力創造想要的願景…
2017年9月16日 星期六
?
數學 數的學問
(1)數有原本
算盤象形示數,推演出加減乘除
四則基本運算,滿足充分必要且
沒有反例的科學驗證,手撥眼看
腦算專注的邏輯理解,自然原本
的智慧引發了好奇創新的延伸…
(2)幾何原本
有起點就有大小, 0 原點即起點
左右上下前後任何方向的連線,
有終點就能測量長短,結繩計數
以來,因為經緯三才求知欲,橫軸
縱軸視軸參滴列印巧複製…
(3)代數原本
整數一個一數,接續數是前項數
加 1 , E = A +1 連續數的代數式
即算盤的代數基本式,也是直線
排列標地數與間隔數的關係式,
代數含意能夠啟發思維創作…
(4)故事寫算式,算式說故事
算式求解步驟是數學能力指標,
算式:3 kg ÷ 0.5 m = 6 kg/m
故事:0.5 米長鐵棒重 3 公斤,
求 1 米長鐵棒重幾公斤?
每1公尺6公斤 (6kg/m )
(5)開物成務,誤成物侅
超智慧數有原本造就人類文明,
回顧攢木取火的當時原本猶在,
如今雲端大數據人工智能飛快
推進到科學界都害怕機器違逆,
切勿製造武力機器人,就怕機器
反叛主使,毀滅人類操控地球…
(1)數有原本
算盤象形示數,推演出加減乘除
四則基本運算,滿足充分必要且
沒有反例的科學驗證,手撥眼看
腦算專注的邏輯理解,自然原本
的智慧引發了好奇創新的延伸…
(2)幾何原本
有起點就有大小, 0 原點即起點
左右上下前後任何方向的連線,
有終點就能測量長短,結繩計數
以來,因為經緯三才求知欲,橫軸
縱軸視軸參滴列印巧複製…
(3)代數原本
整數一個一數,接續數是前項數
加 1 , E = A +1 連續數的代數式
即算盤的代數基本式,也是直線
排列標地數與間隔數的關係式,
代數含意能夠啟發思維創作…
(4)故事寫算式,算式說故事
算式求解步驟是數學能力指標,
算式:3 kg ÷ 0.5 m = 6 kg/m
故事:0.5 米長鐵棒重 3 公斤,
求 1 米長鐵棒重幾公斤?
每1公尺6公斤 (6kg/m )
(5)開物成務,誤成物侅
超智慧數有原本造就人類文明,
回顧攢木取火的當時原本猶在,
如今雲端大數據人工智能飛快
推進到科學界都害怕機器違逆,
切勿製造武力機器人,就怕機器
反叛主使,毀滅人類操控地球…
地球國 銀河天堂
宇宙神奇星球的無限資源數不盡,
地球人能團結停止衝突 大邁出?
身為平民百姓僅祈求握有權位者,
別再觸發戰爭造成仇恨 大和解?
歷史竟然可用血淚殘殺連續編劇,
仇恨回報循環不止警惕 大毀滅?
人可勝天異於禽獸唯靠良知於心,
運用當下科技文明進行 大轉變?
地球是銀河系閃亮耀眼少有天堂,
放下武器扶弱助困共享 大家園?
地球人能團結停止衝突 大邁出?
身為平民百姓僅祈求握有權位者,
別再觸發戰爭造成仇恨 大和解?
歷史竟然可用血淚殘殺連續編劇,
仇恨回報循環不止警惕 大毀滅?
人可勝天異於禽獸唯靠良知於心,
運用當下科技文明進行 大轉變?
地球是銀河系閃亮耀眼少有天堂,
放下武器扶弱助困共享 大家園?
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