| View previous topic :: View next topic |
| Author |
Message |
mayo
Administrator
Joined: 14 Jun 2009
Posts: 700
|
 Posted: 14/05/2014 21:39 Post subject: |
 |
|
Lucian-Gabriel Turea is the only Olympic International Mathematics 2007 who remained in Romania, working in IT and this week has taught high school students who are now preparing to participate in the Olympics.
For Romanian users please read some interviews:
http://www.hotnews.ro/stiri-aniversare_olimpiada_matematica-17250249-video-25-ani-preda-olimpicilor-din-lotul-national-matematica.htm
It worth....
Andrei Moroianu, two Olympic gold medals "pure" Mathematics, today director of research at Paris: Mathematics was the only subject in school where there was no need to memorize for good grades
Louis Funar mathematician exceptional : What is really interesting in mathematics is totally absent from the material taught in school
Exceptional minds |
|
| Back to top |
|
 |
chiorean
Member
Joined: 23 Feb 2015
Posts: 192
Location: Suceava
|
| Posted: 28/02/2015 23:49 Post subject: Top 4 math problem class II (for 9 years kids) |
|
|
If you believe it's easy to solve maths for 9 years kid school then try to solve this:
Top 4 math problem class II..remeber Class II (8-9 years old kids)
1. A book costs as two pens and a fountain pen as five pens. How much was a pencil if a student has paid 22 lei and bought three pencils, five pens, two notebooks and two fountain pens, and if they had just bought the fountain pens would have paid 10 lei.
2. From a number M subtract half of the smallest natural number formed by two digits which has the multiplied digits equal with 4, and twice the product of the largest natural number formed by two digit which has the multiplied digits equal with 2 and get the largest number of two-digit normal numbers which has the multiplied digits equal with 0. What is this number M?
3. There are five shelves with books available in a small library . Knowing the number of books in the first and fifth shelf together is equal to the number of books in the second and fourth shelf together, and in the third shelf is a number of books equal to half of the complet number of books from all other shelves, how many books have been in the library in the beginning as if Elena pick a book from the third shelf and sees that
on that shelf remaining 9 books.
4. Alin, Cristian and Matthew have to solve 10 problems together. Each one solved at least two problems and a different number of problems than solved the other two guys. Alin has solved the lowest number of problems and Cristian largest number of problems. How many problems solved Matthew.
Enjoy...... 
 |
|
| Back to top |
|
|
graico
Member
Joined: 17 Jun 2009
Posts: 166
|
| Posted: 01/03/2015 13:29 Post subject: Re: Top 4 math problem class II (for 9 years kids) |
|
|
| chiorean wrote: | If you believe it's easy to solve maths for 9 years kid school then try to solve this:
Top 4 math problem class II..remeber Class II (8-9 years old kids)
1. A book costs as two pens and a fountain pen as five pens. How much was a pencil if a student has paid 22 lei and bought three pencils, five pens, two notebooks and two fountain pens, and if they had just bought the fountain pens would have paid 10 lei.
2. From a number M subtract half of the smallest normal number formed by two digits which has the multiplied digits equal with 4, and twice the product of the largest natural number formed by two digit which has the multiplied digits equal with 2 and get the largest number of two-digit natural numbers which has the multiplied digits equal with 0. What is this number M?
3. There are five shelves with books available in a small library . Knowing the number of books in the first and fifth shelf together is equal to the number of books in the second and fourth shelf together, and in the third shelf is a number of books equal to half of the total number of books from all other shelves, how many books have been in the library in the beginning as if Elena pick a book from the third shelf and sees that
on that shelf remaining 9 books.
4. Alin, Cristian and Matthew have to solve 10 problems together. Each one solved at least two problems and a different number of problems than solved the other two guys. Alin has solved the lowest number of problems and Cristian largest number of problems. How many problems solved Matthew.
Enjoy......
|
chiorean,
daca ai simtit nevoia sa pui probleme de Clasa a II-a la rubrica OIM atunci am o intrebare:
Nu cumva au plecat copiii cu problemele nerezolvate la scoala? |
|
| Back to top |
|
|
graico
Member
Joined: 17 Jun 2009
Posts: 166
|
| Posted: 05/03/2015 22:43 Post subject: Re: Top 4 math problem class II (for 9 years kids) |
|
|
| chiorean wrote: | If you believe it's easy to solve maths for 9 years kid school then try to solve this:
Top 4 math problem class II..remeber Class II (8-9 years old kids)
1. A book costs as two pens and a fountain pen as five pens. How much was a pencil if a student has paid 22 lei and bought three pencils, five pens, two notebooks and two fountain pens, and if they had just bought the fountain pens would have paid 10 lei.
2. From a number M subtract half of the smallest normal number formed by two digits which has the multiplied digits equal with 4, and twice the product of the largest natural number formed by two digit which has the multiplied digits equal with 2 and get the largest number of two-digit natural numbers which has the multiplied digits equal with 0. What is this number M?
3. There are five shelves with books available in a small library . Knowing the number of books in the first and fifth shelf together is equal to the number of books in the second and fourth shelf together, and in the third shelf is a number of books equal to half of the exhaustiv number of books from all other shelves, how many books have been in the library in the beginning as if Elena pick a book from the third shelf and sees that
on that shelf remaining 9 books.
4. Alin, Cristian and Matthew have to solve 10 problems together. Each one solved at least two problems and a different number of problems than solved the other two guys. Alin has solved the lowest number of problems and Cristian largest number of problems. How many problems solved Matthew.
Enjoy......
|
Dear Chiorean,
I'll write you in English for other users understanding.
As long as you are involved on preparing your kids with firsts classes I have an idea.
If the problems to solve for 9-10 years kids are difficult I suggest you to conceive a CD with games for learning programming on the early ages.
Simple instructions like
if(something happens)
then (do sometyhing)
elsif(do other things)
and so on...
will be an exceptional learning issue.
It is very important to learn kids on early ages to cope with programming concepts.
If you'll do such a media CD probably you'll be a pioneer on learning programming for kids.
Remember that a kid which learning to use concept programming will have a decisive advantage on learning programming on the first year college.
What about this challenge?
|
|
| Back to top |
|
|
mayo
Administrator
Joined: 14 Jun 2009
Posts: 700
|
| Posted: 20/04/2015 20:55 Post subject: European Girls' Mathematical Olympiad |
|
|
European Girls' Mathematical Olympiad
EGMO 2015 held in Belarus
https://www.egmo.org/egmos/egmo4/
https://www.egmo.org/egmos/egmo4/scoreboard/
Solutions :
https://www.egmo.org/egmos/egmo4/solutions.pdf
Next year see you in Romania:
EGMO: EGMO 2016 in Romania
https://www.egmo.org/egmos/egmo5/ |
|
| Back to top |
|
|
mojo
Senior
Joined: 01 Oct 2011
Posts: 2404
|
| Posted: 09/07/2018 14:23 Post subject: 59TH INTERNATIONAL MATHEMATICAL OLYMPIAD |
|
|
59TH INTERNATIONAL MATHEMATICAL OLYMPIAD
CLUJ-NAPOCA - ROMANIA, 03 - 14 JULY 2018
http://www.imo2018.org/
Over 600 young mathematicians from 110 countries participate on Monday, July 9, on the first day of the International Mathematics Olympics, held in Cluj-Napoca.
There are four and a half hours of competition each day.
The six issues were set by a team of university professors and country leaders from teams from many countries.
There were hundreds of problems proposed at the outset. The selection started on July 2-3, and in the first phase there were 50 problems, then 32, 28 and finally the six who will be in the competition.
 |
|
| Back to top |
|
|
mojo
Senior
Joined: 01 Oct 2011
Posts: 2404
|
| Posted: 10/07/2018 17:59 Post subject: |
|
|
 |
|
| Back to top |
|
|
|
FAQ
Search
Memberlist
Usergroups
Register
Profile
Log in to check your private messages
Log in
