Today, let’s systematically analyze the Mathematics section of the CSCA exam 👇
1️⃣ What is the Mathematics subject?
The CSCA Mathematics section is designed to assess students’ mathematical foundations, logical reasoning, and practical application skills, ensuring that they have the academic level required to study at a Chinese university.
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⏱ Duration: 60 minutes
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📈 Total score: 100 points
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🗂️ Question type: Single‑choice questions, 48 questions in total
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🌐 Language: Chinese / English (depends on the instruction language of your intended program)
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💡 Format: Standardized national exam
2️⃣ Four core modules
1. Sets and Inequalities
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Set operations, representation, and logical relationships
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Solving quadratic and fractional inequalities
👉 Tests logical thinking and calculation precision.
2. Functions and Sequences
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Domain, monotonicity, parity of functions
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Power, exponential, logarithmic, and trigonometric functions
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General terms and sums of arithmetic/geometric sequences
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Derivatives, geometric meaning, and basic applications
👉 Tests concept mastery and the ability to transfer formulas.
3. Geometry and Algebra
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Equations of conic sections (circles, ellipses, hyperbolas, parabolas)
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Vectors, complex numbers, coordinate geometry in space
👉 Tests spatial imagination and accuracy in algebraic operations.
4. Probability and Statistics
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Classical probability models and event probability calculations
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Mean, variance, basics of normal distribution
👉 Tests logical reasoning and real‑world modeling ability.
3️⃣ Difficulty analysis
The CSCA Mathematics section features a large number of questions (48) within a short time (60 minutes). The exam focuses on basic knowledge, logical reasoning, and computational ability, with special emphasis on problem‑solving strategies and understanding mathematical relationships.
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✅ For science, engineering, and business applicants: Mathematics is a core competitive subject.
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✅ For humanities applicants: A high math score often becomes a “plus point” in admission.
4️⃣ Tips for preparation
To prepare for CSCA Mathematics, we recommend:
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Systematically reviewing basic concepts
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Practicing past exam papers to understand question patterns
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Strengthening problem‑solving skills
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Staying calm and confident during the exam
