MA25C03 – TRANSFORMS AND ITS APPLICATIONS
🔥 APRIL / MAY 2026 EXAMINATION 🔥
| Subject Code | MA25C03 |
|---|---|
| Subject Name | Transforms and Its Applications |
| Regulation | Anna University (Regulation 2025) |
| Exam Session | April / May 2026 |
| Document Format | High-Quality Searchable PDF |
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🎥 Video Solution & Question Paper Discussion
Key Topics & Exam Preparation Guide
The Regulation 2025 syllabus for MA25C03 Transforms and Its Applications covers fundamental transform techniques essential for signal processing, system analysis, and engineering mathematics. Focus on the following key modules:
- Laplace Transforms: Transform of elementary functions, properties, inverse Laplace transforms, convolution theorem, and solving differential equations.
- Fourier Series: Dirichlet’s conditions, full-range and half-range cosine/sine series, harmonic analysis, and Parseval’s identity.
- Fourier Transforms: Fourier integral theorem, sine and cosine transforms, convolution property, and applications to boundary value problems.
- Z-Transforms & Difference Equations: Standard Z-transforms, inverse Z-transforms, residue method, and solving linear difference equations.
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