KR20210049732A - Youna Education Search - Google Patents
Youna Education Search Download PDFInfo
- Publication number
- KR20210049732A KR20210049732A KR1020210049652A KR20210049652A KR20210049732A KR 20210049732 A KR20210049732 A KR 20210049732A KR 1020210049652 A KR1020210049652 A KR 1020210049652A KR 20210049652 A KR20210049652 A KR 20210049652A KR 20210049732 A KR20210049732 A KR 20210049732A
- Authority
- KR
- South Korea
- Prior art keywords
- won
- youna
- education
- search
- mathematics
- Prior art date
Links
Classifications
-
- G—PHYSICS
- G09—EDUCATION; CRYPTOGRAPHY; DISPLAY; ADVERTISING; SEALS
- G09B—EDUCATIONAL OR DEMONSTRATION APPLIANCES; APPLIANCES FOR TEACHING, OR COMMUNICATING WITH, THE BLIND, DEAF OR MUTE; MODELS; PLANETARIA; GLOBES; MAPS; DIAGRAMS
- G09B19/00—Teaching not covered by other main groups of this subclass
- G09B19/02—Counting; Calculating
Landscapes
- Business, Economics & Management (AREA)
- Engineering & Computer Science (AREA)
- Entrepreneurship & Innovation (AREA)
- Physics & Mathematics (AREA)
- Educational Administration (AREA)
- Educational Technology (AREA)
- General Physics & Mathematics (AREA)
- Theoretical Computer Science (AREA)
- Agricultural Chemicals And Associated Chemicals (AREA)
Abstract
Description
미래를 향한 수학 시스템 구축Building a math system for the future
0123456789 수학 시스템을 기반으로 하는 시스템System based on mathematics system 0123456789
정신 건강이 위협받고 있는 현대 시대에서 미래를 향한 수학 시스템의 구축 이 필요하다. 그리고 우리는 온고지신을 실천해야 한다. 우선 우리는 발명의 배경이 되는 기술인 0123456789 수학 시스템을 대대로 이어가야 한다. 그리고 미래를 향한 수학 시스템을 구축하기 위하여 3210579468 수학 시스템을 유나 교육 연구소를 통하여 살펴 본다. Building a mathematics system for the future in the modern era where mental health is threatened I need this. And we must practice the wholeheartedness. First of all, we must continue the 0123456789 mathematical system, which is the technology behind the invention, from generation to generation. And in order to build a mathematics system for the future, we look at the 3210579468 mathematics system through the Yuna Institute of Education.
유나 교육 연구소는 YES, Youna Education Search 한국은행 수학 시스템이다.Yuna Education Research Institute is YES, Youna Education Search, the Bank of Korea math system.
먼저 한국은행의 기존 수학 시스템을 살펴 보면, 아래와 같다.First, looking at the existing mathematical system of the Bank of Korea, it is as follows.
if 백원 + 백원 + 백원 + 백원 + 백원 = 오백원, if 100 won + 100 won + 100 won + 100 won + 100 won = 500 won,
오백원 + 오백원 = 천원 500 won + 500 won = 1,000 won
그리고 한국은행의 새로운 수학 시스템을 살펴보면 아래와 같다.And looking at the new mathematical system of the Bank of Korea is as follows.
if 백원 + 백원 = 오백원, if 100 won + 100 won = 500 won,
오백원 + 오백원 + 오백원 + 오백원 + 오백원 = 천원 500 won + 500 won + 500 won + 500 won + 500 won = 1,000 won
다음으로 3210579468 수학 system 을 살펴 보면, 아래와 같다.Next, looking at the 3210579468 mathematics system, it is as follows.
with 3210579468 수학 system with 3210579468 math system
3
2
One
0
5
7
9
4
6
8
위와 같이 number 에 할당되는 EA를 달리 할수 있다.As above, EA assigned to number can be different.
3
2
One
0
5
7
9
4
6
8
what is the number in blank? what is the number in blank?
Hint, 3+3=3, 2+2=1, 1+1=5, 0+0=9, 5+5=6, Hint, 3+3=3, 2+2=1, 1+1=5, 0+0=9, 5+5=6,
7+7=23, 9+9=21, 4+4=25, 6+6=29, 8+8=26 7+7=23, 9+9=21, 4+4=25, 6+6=29, 8+8=26
수학에 대한 이해를 높일 수 있다You can increase your understanding of mathematics
with 3210579468 system, multiplication is as below with 3210579468 system, multiplication is as below
2*2=2, 2*1=1, 2*0=5, 2*5=5, 2*7=7, 2*9=9, 2*4=4, 2*6=6, 2*8=82*2=2, 2*1=1, 2*0=5, 2*5=5, 2*7=7, 2*9=9, 2*4=4, 2*6=6, 2* 8=8
1*2=1, 1*1=5, 1*0=9, 1*5=6, 1*7=23, 1*9=21, 1*4=25, 1*6=29, 1*8=261*2=1, 1*1=5, 1*0=9, 1*5=6, 1*7=23, 1*9=21, 1*4=25, 1*6=29, 1* 8=26
0*2=0, 5*1=9, 0*0=8, 0*5=21, 0*7=27, 0*9=26, 0*4=22, 0*6=25, 0*8=240*2=0, 5*1=9, 0*0=8, 0*5=21, 0*7=27, 0*9=26, 0*4=22, 0*6=25, 0* 8=24
5*2=2, 5*1=6, 5*0=21, 5*5=29, 5*7=13, 5*9=15, 5*4=16, 5*6=01, 5*8=095*2=2, 5*1=6, 5*0=21, 5*5=29, 5*7=13, 5*9=15, 5*4=16, 5*6=01, 5* 8=09
7*2=7, 7*1=23, 7*0=27, 7*5=13, 7*7=17, 7*9=03, 7*4=07, 7*6=53, 7*8=577*2=7, 7*1=23, 7*0=27, 7*5=13, 7*7=17, 7*9=03, 7*4=07, 7*6=53, 7* 8=57
9*2=9, 9*1=21, 9*0=26, 9*5=15, 9*7=03, 9*9=09, 9*4=51, 9*6=56, 9*8=759*2=9, 9*1=21, 9*0=26, 9*5=15, 9*7=03, 9*9=09, 9*4=51, 9*6=56, 9* 8=75
4*2=4, 4*1=25, 4*0=12, 4*5=16, 4*7=07, 4*9=51, 4*4=58, 4*6=79, 4*8=904*2=4, 4*1=25, 4*0=12, 4*5=16, 4*7=07, 4*9=51, 4*4=58, 4*6=79, 4* 8=90
6*2=6, 6*1=29, 6*0=15, 6*5=01, 6*7=53, 6*9=56, 6*4=79, 6*6=95, 6*8=416*2=6, 6*1=29, 6*0=15, 6*5=01, 6*7=53, 6*9=56, 6*4=79, 6*6=95, 6* 8=41
8*2=8, 8*1=26, 8*0=14, 8*5=09, 8*7=57, 8*9=75, 8*4=90, 8*6=41, 8*8=628*2=8, 8*1=26, 8*0=14, 8*5=09, 8*7=57, 8*9=75, 8*4=90, 8*6=41, 8* 8=62
Claims (2)
Priority Applications (1)
Application Number | Priority Date | Filing Date | Title |
---|---|---|---|
KR1020210049652A KR20210049732A (en) | 2021-04-16 | 2021-04-16 | Youna Education Search |
Applications Claiming Priority (1)
Application Number | Priority Date | Filing Date | Title |
---|---|---|---|
KR1020210049652A KR20210049732A (en) | 2021-04-16 | 2021-04-16 | Youna Education Search |
Publications (1)
Publication Number | Publication Date |
---|---|
KR20210049732A true KR20210049732A (en) | 2021-05-06 |
Family
ID=75915938
Family Applications (1)
Application Number | Title | Priority Date | Filing Date |
---|---|---|---|
KR1020210049652A KR20210049732A (en) | 2021-04-16 | 2021-04-16 | Youna Education Search |
Country Status (1)
Country | Link |
---|---|
KR (1) | KR20210049732A (en) |
-
2021
- 2021-04-16 KR KR1020210049652A patent/KR20210049732A/en not_active Application Discontinuation
Similar Documents
Publication | Publication Date | Title |
---|---|---|
US20140104236A1 (en) | Touch panel controller and electronic apparatus employing same | |
Kudryashov | Painlevé analysis and exact solutions of the Korteweg–de Vries equation with a source | |
KR20210049732A (en) | Youna Education Search | |
Peres et al. | Dimension spectrum for a nonconventional ergodic average | |
Favacchio et al. | The Minimal Free Resolution of Fat Almost Complete Intersections in ℙ1× ℙ1 | |
Erman | The Betti table of a high-degree curve is asymptotically pure | |
Esi et al. | On $\lambda^ 2$-asymptotically double statistical equivalent sequences | |
Cai et al. | Modified Newton's algorithm for computing the group inverses of singular Toeplitz matrices | |
Kaushal et al. | Some results of fixed point theorems on complete G-metric spaces | |
Sambale | The reciprocal character of the conjugation action | |
Derencourt | A three-word code which is not prefix-suffix composed | |
Lord | 99.03 Quick proofs that certain sums of fractions are not integers | |
Garloff | Intervals of totally nonnegative and related matrices | |
Nurcombe | 100.04 Converses of a ‘curious’ theorem of Cesàro on conditionally convergent series | |
De Los Reyes et al. | A matrix approach to construct magic rectangles of even order | |
Turhan et al. | Hermite-Hadamard Type Inequality for Log-convex Functions via Sugeno Integrals | |
Müller | Population Genetics and Democratic Elections | |
Mishura et al. | Rate of convergence of option prices for approximations of the geometric Ornstein–Uhlenbeck process by Bernoulli jumps of prices on assets | |
Ishikawa et al. | A generalization of Kawanaka’s identity for Hall-Littlewood polynomials and applications | |
Lyman et al. | The Structure Properties of Rational Numbers Are Important Component of Mathematical Knowledge of Mathematics Teachers. | |
Joseph et al. | FERMAT’S LAST THEOREM IS EQUIVALENT TOBEAL’S CONJECTURE | |
Sheth | Announcement of IADVL Scholarships | |
Battor et al. | Some New Generalized Double Sequence Spaces Defined by a Double Orlicz Function | |
Vernikov | Codistributive elements of the lattice of semigroup varieties | |
WO2020206431A3 (en) | Compact optical processor |
Legal Events
Date | Code | Title | Description |
---|---|---|---|
E902 | Notification of reason for refusal | ||
E601 | Decision to refuse application |