Measurements and relations between them form an important part of mathematics. Because of this, physical and social sciences require mathematics to present such quantitative relations. Mathematics also has an ideal aspect in which measurements are seen as pure numbers and objects as geometrical shapes. Relations between numbers then grow into algebra, and cause-effect relationships of physical objects develop into logical connections between ideas. Thus mathematical theorems are formed. These in turn lead to more effective practical applications. Here we present the basic lessons in mathematical theory and applications. In the present age, tedious computations and complex drawings are done using computers. On the other hand, knowledge of mathematics is essential for the effective use of computers. We have indicated this two-way interaction between mathematics and computers at many places in this book. We have included examples of using the dynamical geometry program GeoGebra and the computer language Python. More material on these are made available through the Samagra portal and through QR codes.
Copyright:
2019
Book Details
Book Quality:
Publisher Quality
Publisher:
State Council of Educational Research and Training (SCERT)
