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 Planning Lessons and Courses. Designing Sequences of Work for the Language Classroom
Наименование:

Planning Lessons and Courses. Designing Sequences of Work for the Language Classroom

автор Tessa W. издательство Cambridge University Press Английский язык для языковых вузов
Cтраниц 266        мягкая обложка       
Аннотация:This book deals with the kinds of everyday questions working teachers face as they plan lessons and courses. Each chapter contains an analysis of the issue under discussion, as well as practical principles and sample activities.
Автор: Tessa W.
Издательство: Cambridge University Press
Год:2001
Цена:
1660 руб
Нет в наличии
Поиск: Planning Lessons and Courses. Designing Sequences of Work for the Language Classroom
НОВЫЙ ГОД СИМВОЛ 2013 ГОДАУКРАШЕНИЯ
КАРНАВАЛ НА НОВЫЙ ГОД РАСПРОДАЖА
Ортомолекулярная медицина Orthomol Устрание причин заболеваний. Ортомоль это новый метод для лечения и профилактики болезней. Orthomol - ортомолекулярная медицина.
Построение приближенного решения нелинейного уравнения методом...

Работа интересна для специалистов в области прикладной математики, механики, физики и для студентов старших курсов. A o a io . he gradua io paper “Approxima ed solu io buildi g of o li ear equa io by Va -der-Pol’s me hod” is dedica ed o very effec ive way of o li ear problems solu io of oscilla io s heory wi h o e degree of freedom. Va -der-Pol’s me hod possesses he grea visuali y a d is comfor able for calcula io s. he work co ai s heore ical par by Va -der-Pol’s me hod, he valida io of Ma delsh am a d Papalexy me hod a d approxima ed solu io buildi g of he equa io : . his work is very i eres i g for he exper s i domai of applied ma hema ics, mecha ics, physics a d for s ude s of se ior courses. Введение. Методы возмущений или асимптотические методы малого параметра для решения дифференциальных уравнений представляют собой одно из наиболее мощных средств современной прикладной математики. Они позволяют получать приближенные аналитические представления решений весьма сложных линейных и нелинейных краевых задач как для обыкновенных дифференциальных уравнений, так и для уравнений в частных производных.
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