МатАн.Пределы

Requires installation of the Adobe AIR.

The application is designed for high school students, full-time students and part-time modes of study for those who want to learn or repeat basis of the theory of limits and learn how to calculate limits of functions. It can be used alone as a textbook and problem book at a time, and in addition to textbooks and problem books recommended by the educational institution.

The application contains the required minimum theoretical information, analysis of solutions of one of the typical examples, four of the 80 problems for the self-development of methods of calculating the limits and monitoring work.

Full version of the application is paid.

WARNING! Application requires installation of the Adobe AIR, which is distributed free Google Play.

After installing this app on your device, you accept the license agreement: http://www.ssl.obninsk.ru/web/002/index.nsf/all/mob-license

Advanced.

The application is designed for those studying mathematical analysis, because without understanding the function limit and without sufficient skills to his calculations assimilation subsequent sections of mathematical analysis, such as differential and integral calculus, ineffective and futile.

In school course taught elementary algebra we work with real numbers, variables, and functions taking finite, tangible value. At the same time we are content with information that you can not divide by zero, that the tangent of π / 2 "well, very large," etc.

Coming to college, college or university, we are immediately faced with the necessity of calculating the ratio x / 0, 0/0, ∞ / ∞, ie with the theory of limits, which is studied in a given volume of most students of economic and technical trends, not to mention the physical and mathematical sciences.

Years of teaching experience in higher education, is available from the authors of the program, indicates the presence of many students identified, and sometimes very significant, difficulties in mastering the fundamentals of mathematical analysis, understanding and ability to handle large and infinitely small quantities instead of the usual finite values. The main objective of this program - to assist in the transition from elementary algebra to the foundations of mathematical analysis.