The mathematics has an astonishing variety of phenomenon. Understanding the fundamental theorems and formulae of Mathematics discussed in this course, help us to solve the complex real problems.
This course will acquaint the students with the chapters: Binomial Theorem, Sequence and Series, Straight lines, Conic Sections, Introductions to 3-D Geometry, Limits and Derivatives, Mathematical Reasoning, Statistics and Probability.
The aim and design of the course is to develop a deeper understanding of different concepts in Mathematics. As you work through the course you will find multimedia enriched videos lecture, e-text, suggestions for problem solving methods, assignments and online quizzes to keep track of your achievements.
This course is divided into 25 modules for better understanding.
Table of Content
|1||Pascal’s Triangle, Proof of Binomial Theorem
|3||Arithmetic Progression (A.P.)|
|4||Geometric Progression (G.P.)|
|5||Arithmetic Mean & Geometric Mean|
|6||Some Special Series|
|8||Lines parallel to coordinate axes|
|9||General Equation of a line|
|11||Parabola, Types of Parabola|
|13||Standard Equation of Hyperbola|
|14||Introduction to Three Dimension|
|16||Introduction, algebra of limits and some standard limits|
|17||Limits of trigonometric, exponential and logarithmic functions|
|19||Statements and its types, Words and Phrases|
|20||Rules and techniques to check statement is true or false|
|21||Calculating Range of the data, Mean deviation about mean and median|
|22||Calculating variance and standard deviation of the data|
|23||Comparison of data using Coefficient of variance|
|24||Introduction to probability and types of events|
|25||Calculating probability of different events|