CSCA Exam Math English

CSCA Mathematics – Complete Preparation Course (English Thought)

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About Course

About This Course

Prepare confidently for the CSCA Mathematics Exam with this complete video tutorial program. This course brings together official materials, carefully structured lessons, and practical problem-solving strategies in one focused learning experience.

You’ll get clear concept explanations, step-by-step solutions, and proven techniques designed to improve both speed and accuracy. Every topic is broken down simply so you can understand the logic, not just memorise formulas.

This course is designed to help you think faster, solve smarter, and walk into the exam fully prepared.

What You’ll Get

• Complete Syllabus Coverage – Every major topic explained clearly with examples.
• Official & Recommended Resources – Guidance based on CSCA books and trusted references.
• Calculator-Free Techniques – Smart shortcuts to solve problems quickly and accurately.
• MCQ Solving Strategies – Pattern recognition and elimination methods to boost your score.
• Previous Year Question Practice – Real exam-style problems with detailed explanations.
• Exam Pattern Analysis – Understand trends, difficulty levels, and scoring approach.

Whether you’re aiming to pass or secure a top score, this course gives you the structure, clarity, and confidence you need.

Master the fundamental principles of Sets, Inequalities, and the full range of Functions, including Exponential and Logarithmic types.
Gain expertise in Trigonometry, covering definitions, induction formulas, and complex sum/difference identities.
Understand and apply Plane and Space Vectors, including dot products and spatial coordinate systems.
Solve complex geometry problems involving Lines in a Plane and Conic Sections like Ellipses and Hyperbolas.
Develop advanced calculus skills through a deep dive into Limits, Continuity, and Derivative rules for various function types.
Acquire essential statistical and probability knowledge, from permutations and combinations to normal distributions.

Course Content

Chapter 1: Sets

1.1 Definition of Sets

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1.2 Relations between Sets

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1.3 Operations on Sets

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1.4 Intervals

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Mock test

Chapter 2: Inequalities

Chapter 3: Functions

Chapter 4: Trigonometric Functions

Chapter 5: Inverse Trigonometric Functions

Chapter 6: Trigonometric Functions of Sum and Difference of Two Angles

Chapter 7: Sequences

Chapter 8: Complex Numbers

Chapter 9: Lines in a Plane

Chapter 10: Conic Sections

Chapter 11: Plane Vectors

Chapter 12: Space Vectors

Chapter 13: Space Planes and Space Lines

Chapter 14: Limits of Sequences and Functions

Chapter 15: Derivatives

Chapter 16: Applications of Derivatives

Chapter 17: Permutations and Combinations

Chapter 18: Random Events and Probability

Chapter 19: Random Variables and their Numerical Characteristics (Continued)

Chapter 20: Statistics

Appendices

Instructors

Yeasin Arafath

Math, Physics

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28 Students

7 Courses

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Level All Levels
Last Updated March 2, 2026
Enrollment validity Enrollment validity: Lifetime
Certificate Certificate of completion

CSCA Mathematics – Complete Preparation Course (English Thought)

About Course

About This Course

What You’ll Get

What Will You Learn?

Requirements

Audience

Course Content

Chapter 1: Sets

1.1 Definition of Sets

1.2 Relations between Sets

1.3 Operations on Sets

1.4 Intervals

Mock test

Chapter 2: Inequalities

2.1 Properties of Inequalities

2.2 Solution of Quadratic Inequalities in One Variable

2.3 Solution of Fractional Inequalities

Mock Test

Chapter 3: Functions

3.1 Cartesian Coordinate System

3.2 Concept of Functions

3.3 Monotonicity of Functions

3.4 Parity of Functions (Even and Odd)

3.5 Inverse Functions

3.6 Power Functions

3.7 Exponential Functions

3.8 Logarithms and Logarithmic Functions

Mock test

Chapter 4: Trigonometric Functions

4.1 Definition of Angles and Radians

4.2 Definition and Relations of Trigonometric Functions

4.3 Induction Formulas of Trigonometric Functions

4.4 Graphs and Properties of Sine and Cosine Functions

4.5 Graphs and Properties of Tangent and Cotangent Functions

Mock test

Chapter 5: Inverse Trigonometric Functions

5.1 Graphs and Properties of Arcsine and Arccosine Functions

5.2 Graphs and Properties of Arctangent and Arccotangent Functions

Mock test

Chapter 6: Trigonometric Functions of Sum and Difference of Two Angles

6.1 Sine, Cosine, and Tangent Formulas for Sum and Difference of Two Angles

6.2 Double Angle Formulas for Sine, Cosine, and Tangent

6.3 Half Angle Formulas for Sine, Cosine, and Tangent

6.4 Product-to-Sum and Sum-to-Product Formulas

Chapter 7: Sequences

7.1 Concept of Sequences and Related Formulas

7.2 Arithmetic Sequences

7.3 Geometric Sequences

Chapter 8: Complex Numbers

8.1 Definition of Complex Numbers

8.2 Arithmetic Operations of Complex Numbers

Chapter 9: Lines in a Plane

9.1 Inclination and Slope of Plane Lines

9.2 Equations of Plane Lines

9.3 Parallel and Perpendicular Plane Lines

9.4 Intersection of Plane Lines

Chapter 10: Conic Sections

10.1 Circles

10.2 Ellipses

10.3 Hyperbolas

10.4 Parabolas

Chapter 11: Plane Vectors

11.1 Concept of Plane Vectors

11.2 Linear Operations of Plane Vectors

11.3 Coordinates and Operations of Plane Vectors

11.4 Dot Product (Scalar Product) of Plane Vectors

Chapter 12: Space Vectors

12.1 Space Cartesian Coordinate System

12.2 Coordinates and Operations of Space Vectors

12.3 Dot Product (Scalar Product) of Space Vectors

Chapter 13: Space Planes and Space Lines

13.1 Equation of Space Planes

13.2 Positional Relationship between Two Planes in Space

13.3 Distance between Parallel Planes in Space

13.4 Equation of Space Lines

13.5 Positional Relationship of Space Lines

13.6 Positional Relationship between Space Lines and Planes

Chapter 14: Limits of Sequences and Functions

14.1 Limits of Sequences