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CSCA Mock Test Mathematics

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About Course

This is an intensive, short-term program designed for students who need a quick and effective revision before the CSCA exam. The course focuses only on high-yield topics, integrates past paper analysis, and provides extensive practice through subject-wise and chapter-wise mock tests.

Revise. Practice. Analyze. Excel.


Course Features & Structure

1. Integrated Study Material: “The Capsule Notes”

  • Format: Topic-wise Short Notes + Previous Year Question (PYQ) Analysis.

  • Content: For every important chapter in Mathematics, you will receive a single-sheet lecture sheet.

    • Part A: Theory in a Nutshell: Only the essential formulas, concepts, and laws required to solve problems (no lengthy derivations).

    • Part B: Previous CSCA Question Analysis: 2-3 solved examples of actual CSCA exam questions from that specific chapter, highlighting the “trick” or concept being tested.

2. Multi-Level Testing Structure

To ensure thorough preparation, the course offers a layered testing approach:

  • Level 1: Chapter-wise Mock Tests (Building Fundamentals)

    • Purpose: To lock down concepts, topic by topic.

    • Details: After studying the “Capsule Notes” for a chapter, you take a 15-20 minute test focused only on that specific chapter.

    • Subjects: Mathematics

  • Level 2: Subject-wise Mock Tests (Connecting the Dots)

    • Purpose: To improve speed and understand how topics within a subject are interconnected.

    • Details: After completing all chapters of a subject, you take a full-length subject-specific test.

    • Subjects: Mathematics

  • Level 3: Full-Length Mock Tests (Exam Readiness)

    • Purpose: To simulate the real exam environment.

    • Details: 3 Full Syllabus Mock Tests designed strictly according to the latest CSCA exam pattern.

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Course Content

Chapter 1: Sets
Understand basic set concepts (union, intersection, complement) and their notation. This forms the foundation for mathematical reasoning and language in the exam.

  • Mock Test

Chapter 2: Inequalities
Master solving various types of inequalities, such as quadratic and rational inequalities, and be able to express the solution set using set notation.

Chapter 3: Functions
This is a key and high-frequency area. You need to master: 1. Basic Properties of Functions: Domain, range, monotonicity, parity, inverse functions. 2. Basic Elementary Functions: Power functions, exponential functions, logarithmic functions. 3. Sequences: Treated as a special type of function, focusing on arithmetic and geometric progressions (general term and sum). 4. Introduction to Calculus: Definition and geometric meaning of derivatives, and simple applications.

Chapter 4: Trigonometry
This section has a specific weight (about 15%). Core topics include: 1. Identities and Transformations: Master trigonometric formulas and identities. 2. Solving Triangles: Application of the Law of Sines and the Law of Cosines. 3. Equations and Graphs: Solving simple trigonometric equations and understanding the properties of trigonometric graphs.

Chapter 5: Sequences
Focuses on the general term formulas and summation formulas for arithmetic and geometric progressions. Problems may involve recursive relations.

Chapter 6: Complex Numbers
Master the basic concepts and algebraic operations (addition, subtraction, multiplication, division) of complex numbers. This is foundational content within the "Geometry and Algebra" module.

Chapter 7: Coordinate Geometry (Lines)
Covers the various forms of linear equations (e.g., point-slope form, general form) and their properties (slope, intercepts). This is the geometric foundation for conic sections.

Chapter 8: Conic Sections
A key and potentially challenging area. You need to know the standard equations and basic geometric properties (focus, eccentricity, vertex, etc.) of circles, ellipses, parabolas, and hyperbolas.

Chapter 9: Vectors
Focuses on the basic concepts and linear operations of vectors, with a special emphasis on the definition, geometric meaning, and application of the dot product (scalar product).

Chapter 10: Probability and Statistics
1. Probability: Understand classical probability models and perform simple probability calculations. 2. Statistics: Master numerical descriptors of data, such as mean (average) , variance, and standard deviation. Basic concepts of the normal distribution may also be covered.

Full Mock Test 1 CSCA Standard

Full Mock Test 2 CSCA Standard

Instructors

Yeasin Arafath

Yeasin Arafath

Math, Physics
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28 Students
7 Courses
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