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Mathematics
There are a total seven chapters in the Mathematics book of intermediate part 2 and the aspirants who chooses FSC pre-engineering or ICS group to study are required to study this subject as it is the compulsory subject in these groups.
All the students of inter part 2 of the above mentioned groups are required to study math’s thoroughly and to understand its concepts effectively. The paper of mathematics also comprises of MCQs, short and long questions.
To ensure good marks in the exams every student is required to attend his or her classroom lecture by their teachers. As we said above that there are total seven chapters in the mathematics book of 2nd year and students are required to prepare all these chapters and each topic in these chapters. These chapters are:
The mathematics subject of 2nd year is one of the most important subjects for students in science group. FSc pre-engineering students and ICS students study this course. The mathematics of inter part 2 discusses every theory and concept of middle and secondary level in detail.
For the ease of students we have introduced a new section on ilmkidunya named as an online study section. This section contains all online lectures of all topics and of all classes. Now it is not more difficult for aspirants to have access to online lectures they want to see over and over again.
Now students of all classes can view and listen to online lectures on any topic they find difficult. Here on this page, the students can get the second year online mathematics lectures. All these online videos are uploaded in audio and video format and these lectures are recorded by the best teachers.
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Complete Scheme of Paper
Introduction - Types of Functions - Composition of Function and Inverse of a Function - Limit of a Function and Theorems on Limits - Limits of Important Functions - Continous and Discontinuous Functions - Graphs
Introduction - Finding f'(x) from Definition of Derivative - This online test contains MCQs about following topics: - Theorems on Definition - The Chain Rule - Derivative of Inverse Functions - Derivative of Functions Given in the Form of Parametric Equations - Differentiation of Implicit Relations - Derivatives of Trigonometric Functions - Derivatives of Inverse Trigonometric Functions - Derivative of Exponential Functions - Derivative of Logarithmic Functions - Logarithmic Differentiation - Derivatives of the Inverse Hyperbolic Functions - Successive Differentiation Or Higher Derivatives - Series Expansion of Functions - Tailor Series Expansion of Functions - Geometrical Interpretation of a Derivative - Increasing and Decreasing Functions - Relative Extrema - Critical Values of Critical Points
Introduction - Integration as Anti-Derivative - Integration By Method of Substitution - Some Useful Substitutions - Integration By Parts - Integration Involving Partial Fractions - The Definite Integrals - Applications of Definite Integrals - Differential Equations
Introduction - Translation and Rotation of Axes - Equations of Straight Lines - Two and Three Straight Lines - Angles Between Two Lines - Homogeneous Equations-Second Degree in2 Variables
Introduction - Linear Inequalities - Region Bounded By 2 or 3 Simultaneous Inequalities - Problem Constraints - Feasible Solution Set - Linear Programming - Linear Programming Problems
Introduction - Tangents and Normals - Analytical Proofs of Important Properties of a Circle - Parabola - Ellipse and Its Elements - Hyperbola and Its Elements - Tangents and Normals - Translation and Rotation of Axes - The General Equation of Second Degree
Vectors
Paper Pattern
Physics
Biology
Computer Science
Chemistry
Statistics
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