Mathematics Video Lectures (11th+12th) | JEE Main & Advanced | Validity 2 Yrs | Medium : English Language

Medium : English Language

Syllabus Covered : Complete JEE Main & Advanced Syllabus from class 11th & 12th 

Features :

  • Video Lecture of Expert and Renowned Faculty Members
  • Lectures introduces basic to advance concepts in simple manner with graduated set of logical &
  • Numerical examples with applications in various situations Gain Complete concept clarity and deep insight on topics at grass-root level
  • Understand the trickiest and complex questions of each topic
  • Self-paced study : Study at your own pace and convenience. Speed-up or slow-down based on your level of preparation.
  • Repetitive learning : Access topic-wise lectures based on your requirement and preparation schedule.
  • Detailed approach : In-depth topic-wise illustration on best practices of JEE preparation.
  • Proper Focus : Concentrate and improve upon your weak areas or topics
  • Proper time allocation : Manage time & attention on topics based on self analysis.
  • Comprehensive solution : Complete conceptual clarity through different illustrations
  • One-stop-solution : Basics to advanced level concept building under one roof
  • Revise any topic as many times as you wish
  • For Video Content in Pen-Drive, Refer to Main Career Point Site.
  • For More Details Call : 9672977650
Video Lectures Syllabus :
Number of Topics Covered : 27 | Number of Video Lectures : 561 | Total Lecture Duration : 131+ Hrs
Topics covered :
S.No.MathematicsClass
1 Basic MathematicsXI STD
2 Quadratic Equations and Inequalities
3 Sequences and Series
4 Binomial Theorem
5 Permutations and Combination
6 Complex Number
7 Trigonometric Ratios, Identities and Equations
8 Straight Line
9 Circle
10 Parabola
11 Ellipse
12 Hyperbola
13 Relations and Functions
14 Limits, Continuity and Differentiability
15 Mathematical Reasoning and Statistics
16 DeterminantsXII STD
17 Matrices
18 Probability
19 Solutions of Triangle
20 Inverse Trigonometric Functions
21 Methods of Differentiation and Applications of Derivatives
22 Indefinite Integration
23 Definite Integration
24 Differential Equations
25 Area Under the Curve and Linear Programming
26 Vectors
27 3D Geometry

  

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