These are concise, exam-focused Vector Calculus notes designed for quick understanding and revision.

📘 Topics Covered: • Gradient & Directional Derivatives • Divergence & Curl (Cartesian, Cylindrical's, Spherical) • Laplacian Operator • Conservative & Solenoidal Vector Fields • Gauss’s Divergence Theorem • Stokes’ Theorem

✏️ What makes these notes effective: • Clear theory with step-by-step worked examples • Coordinate-system-wise formulas • Exam-style solved problems & practice exercises • Clean formatting for fast revision before tests

🎯 Best for: • Undergraduate engineering & science students • University exams, mid-terms & finals • Quick revision before assessments

📄 Format: Printable PDF (instant access after purchase)

This matches exactly what’s inside the PDF