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Master every concept of 12th Class Mathematics with our all-in-one, interactive LMS course. Designed according to the official curriculum, this course covers the complete 12th-grade math book with chapter-wise video lectures, practice quizzes, and downloadable notes to make learning easy and enjoyable.
Whether you’re preparing for board exams, entry tests, or simply want to strengthen your math foundation, this course gives you everything you need from advanced calculus and trigonometry to vectors and probability all explained step by step.
Our expert instructors simplify complex problems through real-world examples, ensuring you understand not just formulas but the logic behind them.
What You’ll Learn
Complete 12th class math syllabus (according to your board curriculum)
Differentiation & Integration made simple
Analytical Geometry and Conic Sections with examples
Vectors, Matrices, and Determinants explained step-by-step
Probability & Statistics with practical applications
Problem-solving strategies for board and competitive exams
Course Duration
12 to 15 Hours (Self-Paced + Practice Assignments)
Study at your own pace and revisit lessons anytime lifetime access included.
Course Features
25+ video lessons
Chapter-wise quizzes & worksheets
Progress tracking and performance dashboard
Certificate of completion
Expert guidance and Q&A support
Who This Course Is For
12th-grade students preparing for annual or board exams Learn More
College entry test aspirants like FSc, ICS, or Pre-Engineering Explore Resources
Anyone wanting to master mathematics from basics to advanced Start Learning
Students looking to improve problem-solving and logical thinking skills Practice Now
Key Topics in 12th Class Mathematics
The 12th Class Mathematics syllabus covers crucial areas including calculus, algebra, statistics, vectors, and 3D geometry. Calculus explains how things change, while algebra strengthens reasoning with linear programming and matrices. Probability and statistics improve analytical thinking, and vectors develop spatial understanding.
Extra Practice and Real-Life Applications:
For better retention, apply concepts to real-world scenarios. For example, derivatives can be used to analyze speed and motion, while probability can be understood through dice and coin experiments. This approach ensures deeper comprehension and improves exam readiness.
How to Master 12th Class Mathematics
Mastering 12th-class mathematics isn’t just about memorizing formulas—it’s about understanding concepts and practicing regularly. With the right approach, you can make even the toughest topics easier and gain confidence for exams.
Here are some practical ways to get ahead:
Start with the Basics: Make sure you fully understand fundamental concepts before moving to advanced problems.
Use Reliable Resources: Platforms like the NCERT official website
and Khan Academy
offer clear explanations and examples.
Practice Often: Work on mock tests, sample papers, and previous years’ questions to improve speed and accuracy.
Collaborate with Others: Join study groups or online forums to discuss tricky topics and clear doubts faster.
Visualize Learning: Use charts, graphs, and diagrams to simplify complex problems.
Stick to a Study Plan: Consistency and structure help cover all topics effectively and boost confidence.
By following these tips, you’ll not only excel in 12th Class Mathematics but also develop problem-solving skills that are useful beyond exams.
chapter =1,Ex=1.1
ch=2,Differentiation
ch=3(integration)
Unit 04: Introduction to Analytic Geometry
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23Ex=4.1
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Introduction
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The Distance Formula
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24Ex=4.2
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Translation and Rotation of Axes
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Exercise 4.2
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25Ex=4.5
solutions
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26Ex=4.3
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Equations of Straight Lines
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Slope or Gradient of a Straight Line Joining Two Points
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Equation of a Straight Lines Parallel to the x-axis (or Perpendicular to the y-axis)
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Equation of a Straight Lines Parallel to the y-axis (or Perpendicular to the x-axis)
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Derivation of Standard forms of Equations of Straight Lines
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A Linear Equation in two Variables Represents a straight line.
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To Transform the General Linear Equation in Standard Forms
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Position of a point with respect to a line
- The Equation of Lines through the Point of Intersection of two Lines
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Distance of a Point from a Line
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Distance between two Parallel Lines
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Area of a Triangular Region whose Vertices are given
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27Ex=4.4
solutions
Unit 05: Linear Inequalities and Linear Programming
Unit 06: Conic Section
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31Ex=6.1Introduction
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Equation of a Circle
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General form of an Equation of a Circle
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32Ex=6.2Tangents and Normals
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Length of the Tangent to a Circle
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33Ex=6.3
solutions
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34Ex=6.4Parabola
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General form of an Equation of a Parabola
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Other Standard Parabolas
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35Ex=6.5
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Standard form of an Ellipse
- solutions
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36Ex=6.6Hyperbola and its Elements
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Standard Equation of Hyperbola
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37Ex=6.7
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Tangents and Normals
- solutions
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38Ex=6.8
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Translation and Rotation of Axes
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Exercise 6.8
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39Ex=6.9The General Equation of Second Degree
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Classification of Conics by the Discriminant
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Unit 07: Vectors
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40Ex=7.1
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Introduction
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Multiplication of Vector by a Scalar
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Addition and Subtraction of two vectors
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Properties of Magnitude of a Vector
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A unit vector in the Direction of another given Vector
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The Ratio Formula
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41Ex=7.2
- Properties of Vector
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Distance between two Points in Space
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Direction Angles and Direction of a Vector
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42Ex=7.3
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The Scalar Product of Two Vector
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Perpendicular (Orthogonal) Vectors
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Properties of Dot Product
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Dot Product
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Angle between two Vectors
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Projection of One Vector upon another Vector
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43Ex=7.4
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The Cross Product or Vector Product of two Vectors
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Properties of Cross Product
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Parallel Vector
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Area of Parallelogram
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Area of Triangle
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44Ex=7.5
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Scalar Triple Product of Vectors
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Expression of
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The Volume of the Tetrahedron
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Dear Students,
Welcome to the 12th Class Mathematics Full Course. Please note that this course follows the latest board syllabus and includes all chapters with video lectures, notes, and quizzes.
Make sure to:
Complete lessons in sequence for better understanding.
Attempt chapter-wise quizzes after each topic.
Download provided PDF notes for revision.
Use the discussion section if you have any questions.
📅 Upcoming Update: New solved past papers and revision videos will be added soon.
Let’s begin your journey to mastering mathematics stay consistent and keep practicing!
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