📘 Cauchy’s Criterion – Exercises with Solutions

📘 Cauchy’s Criterion – Exercises with Solutions

Cauchy’s criterion is a fundamental tool in mathematical analysis for studying the convergence of sequences and series, especially when the exact limit is hard to determine. It is built on a simple yet powerful idea: if the terms of a sequence become arbitrarily close to each other beyond a certain index, convergence is guaranteed.

🔹 Inside this ready-to-print PDF, you’ll find:

• ✅ A series of progressive exercises with detailed, step-by-step solutions.
• ✅ Methodological tips to help you avoid common mistakes.

👉 Designed for first-year undergraduate students, this resource is an excellent companion for revision. Whether you are preparing for a test, a final exam, or simply reinforcing your foundations in analysis, it will be a valuable guide in your learning journey.

👉 Access additional exercises with their detailed solutions via the link below.

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