Master Remainders in Number System | CAT Quant Basics to Advanced (Euler’s Theorem Included)

The Remainders chapter is one of the most conceptual and high-scoring parts of the Number System in CAT & Other Management Entrance Exams. Many aspirants struggle here — not because the topic is tough, but because they never learn it systematically.

In this video, we break down the entire Remainders concept from Basics to Advanced, using intuitive methods, step-by-step logic, and elegant shortcuts. You’ll also learn how to use Euler’s Theorem and other powerful properties to solve complex remainder problems quickly — just like in CAT!

💡 What You’ll Learn in This Session:

✅ Understanding the concept of Remainders with simple examples
✅ Techniques to find remainders when large powers are involved
✅ Using patterns & modular arithmetic for faster calculations
✅ Euler’s Theorem – when and how to apply it in remainder problems
✅ Other smart properties & shortcuts to save time in exams
✅ High-level CAT/OMET-style questions with detailed explanations

This session is a must-watch for:
👨‍🎓 College students starting their Quant journey
👩‍💻 Working professionals brushing up their basics
🎯 Aspirants preparing for CAT | XAT | SNAP | NMAT | IPMAT | CUET | CLAT | CMAT

By the end of this video, you’ll not only master Remainders but also gain the confidence to apply advanced theorems like Euler’s in real CAT-level problems.

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💬 Got a doubt? Drop it in the comments — I’ll personally help you out.


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