 |
Опрос |
 |
|
About Begin
BEGIN is committed to providing Russian speaking audience with precise and detailed information on business education The project was established in 1999. Its major activities include:
I. Web-site www.begin.ru, the leading Russian Internet resource on business education.
On the web-site you can find:
- Comprehensive and fully searchable databases on all Russian and leading international MBA programs
- Russian and International Media Publications Archive
- Business Schools Rankings
- Online Conference Area for the community of perspective students, current MBA students and alumni
- Business Education News and Events
www.begin.ru is visited by approximately 1700–1800 people a day, 40000-50000 per month.
II. MBA Fairs
Twice a year we organize MBA Fairs in Moscow and in St. Petersburg. They present
- MBA programs in Russia and abroad
- TOEFL, GMAT and Language Courses
- Pre-MBA
- Financial Aid Programs
- Business Publishers
III. Executive MBA Fairs
We have been successfully organizing Executive MBA Fairs in Moscow, St. Petersburg and Kiev.
They present
- Executive MBA programs in Russia and abroad
- TOEFL, GMAT and other courses
IV. Reference books on business and economic education in Russia and abroad are published 2 times a year in 10000 copies. They are distributed at BEGIN's MBA Fairs and through our web site.
Other Begin Group's Projects
- 2EDU: postgraduate education
- EXAMEN: higher education
- FINPROFY: information resource, deficated to private money management
- TOPSCHOOLS: primary and secondary education
We are open for cooperation with business schools interested in Russian speaking applicants.
Please contact us at
E-mail: begin@begin.ru
Tel: +7-495-933-1098
|
|
|
|
Functioning Factors
The function f(n) = the number of factors of n. If f(pq) = 4, what is the value
of the integer p?
(1) p + q is an odd integer
(2) q < p
(A) Statement (1) alone is sufficient, but statement (2) alone is not
sufficient.
(B) Statement (2) alone is sufficient, but statement (1) alone is not
sufficient.
(C) BOTH statements TOGETHER are sufficient, but NEITHER statement ALONE is
sufficient.
(D) Each statement ALONE is sufficient.
(E) Statements (1) and (2) TOGETHER are NOT sufficient.
|
|
Вверх 
