
CEE AMPAI Master 2025 Syllabus: The Association of Minority Professional Academic Institutes (AMPAI) has released the CEE AMPAI Master's 2025 syllabus on its official website. The syllabus comprises the important topics covered in the CEE AMPAI Masters examination. Candidates appearing for the test must know about the pattern and CEE AMPAI Master's 2025 exam syllabus to make their preparation more efficient.
The CEE AMPAI exam took place on August 24. Candidates appearing for the exam must download the hall ticket from the official website. The CEE AMPAI Master's admit card will consist of the exam and applicant details. Applicants can use the saved time to thoroughly prepare and revise their subjects to increase their chances of cracking the exam. Questions will be subject-specific and with multiple-choice questions. Read below to learn more about the CEE AMPAI 2025 syllabus and topics.
- CEE AMPAI Masters 2025 Syllabus for MTech Admission
- CEE AMPAI Masters 2025 Syllabus for MCA
CEE AMPAI Masters 2025 Syllabus for MTech Admission
The syllabus for CEE AMPAI M.Tech will be knowledge-based. Candidates will be asked questions based on their chosen stream/specialisation. Here is the CEE AMPAI Master's 2025 syllabus that candidates can refer to while preparing for the exam.
| Stream/Specialisation | Syllabus |
|---|---|
| Computer Science and Engineering | Digital logic, computer organisation and architecture, programming and data structures, computer networks, etc. |
| Electronics and Communication Engineering | Semiconductor devices, analog circuits, digital electronics, signals and systems, etc. |
| Mechanical Engineering | Fluid mechanics, industrial engineering, materials manufacturing, etc. |
CEE AMPAI Masters 2025 Syllabus for MCA
Candidates can check the CEE AMPAI Master's MCA exam syllabus 2025 below -
Paper - 1: Mathematics (100 marks)
- Analytical Geometry : Cartesian and polar coordinate; Straight line; Circle; Ellipse; Parabola; Hyperbola; Translation & Rotation of axes
- Algebra: Complex number, De Moiver’s theorem, Solution of linear equations, Determinants, Matrices, Summation of signal series, Addition of vectors, Scalar and Vector products, Inequation, Sets and elements, Universal set, Empty set, Subsets, Venn diagram, Union and intersection of sets, Complements, Algebra of sets, Finite sets, Class of sets, Partitions, Cross product, Group, Ring and Field
-
Calculus: Limit, Continuity, Differentiation; Maxima & minima; Taylor & Maclaruin’s Series: Definite and indefinite integrals, First and second order differential equation; Functions of several variables; Partial differentiation
- Probability & Statistics : Permutation, Combination; Probability; Probability distribution; Mean; Median; Mode; Standard Deviation; Correlation coefficient
Paper – 2: Aptitude test (100 marks)
- Reasoning, Problem-Solving, Quantitative Comparison, Discrete Quantitative Analysis & Data Interpretation
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