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Making Maths Simple & Powerful
Class VI–X | Concept + Practice + Tricks 🎯

Can you find PQ in just 5 seconds? 🔥🧠No Google—solve it yourself and comment your answer below! 👇
20/09/2026

Can you find PQ in just 5 seconds? 🔥🧠
No Google—solve it yourself and comment your answer below! 👇

🚀 A NEW CHAPTER IN MATHEMATICS BEGINS! 📘✨What if mathematics could be approached through new systems, new patterns, and ...
19/09/2026

🚀 A NEW CHAPTER IN MATHEMATICS BEGINS! 📘✨

What if mathematics could be approached through new systems, new patterns, and new ways of thinking? 🧠

Introducing Alom’s Philosophy of Mathematics: Volume II — featuring:

🔹 Alom’s Square Root Systems
🔹 Perfect Square Detection Engine
🔹 Original mathematical methods
🔹 Innovative learning techniques
🔹 Algebraic reasoning & pattern-based thinking

🌍 GLOBAL LAUNCH ON AMAZON KDP!

🇮🇳 India Price: ₹199 INR
🌎 Global Price: $9.99 USD

This is more than a mathematics book — it is an invitation to THINK DIFFERENT • LEARN DEEPER • GROW FURTHER.

📚 By Mashidur Alom
AlomMathsAcademy

If you love mathematics, follow the journey and share this announcement! ❤️

Square roots beyond perfect squares! 🔥Here’s how Alom’s non-Perfect Square root method evaluates √24560 to deep decimal ...
18/09/2026

Square roots beyond perfect squares! 🔥
Here’s how Alom’s non-Perfect Square root method evaluates √24560 to deep decimal precision — with a clear, structured approach.
📌 √24560 ≈ 156.717718
Watch the steps, understand the pattern, and think different with mathematics. 🧠✨
What do you think of this method? Drop your thoughts in the comments 👇

16/09/2026

👀 Watch till the end!

I shall reveal the formula at the very end. 🔥

This is NOT a trick for some special numbers — it works for EVERY number ending in 8! 🧠

🎯 Can you solve 38²?

💬 Comment your answer before the formula reveal!

— Mashidur Alom | AlomMathsAcademy

🧠 Can you square numbers ending in 2 using this shortcut?Here’s Alom’s Squaring Shortcut — Unit Digit Method.For a numbe...
16/09/2026

🧠 Can you square numbers ending in 2 using this shortcut?
Here’s Alom’s Squaring Shortcut — Unit Digit Method.
For a number ending in 2:
Then append 4.
For example:
22² → 24 × 2 = 48 → Append 4 → 484 ✅
Try the pattern with 52², 72² and 92² and see how quickly you can calculate them!
💬 Comment your thought about it.
Do you find this method easy to understand?
📚 By: AlomMathsAcademy

With Ekaterina – I just made it onto their weekly engagement list by being one of their top engagers! 🎉
15/09/2026

With Ekaterina – I just made it onto their weekly engagement list by being one of their top engagers! 🎉

15/09/2026

🔥 Can you square numbers ending in 3 without traditional multiplication? 🧠
Here’s Alom’s Squaring Shortcut — Unit Digit Method:
For example:
23² → 26 × 2 = 52 → Append 9 → 529 ✅
Once you understand the pattern, try it mentally with 63², 73² or 93²!
💬 Comment your thought about it!
Do you find this method simple, fast, and easy to remember?
📚 By: AlomMathsAcademy

🔥 Square numbers ending in 3 — without traditional multiplication! 🧠For any number ending in 3:Example:23² → 26 × 2 = 52...
14/09/2026

🔥 Square numbers ending in 3 — without traditional multiplication! 🧠
For any number ending in 3:
Example:
23² → 26 × 2 = 52 → Append 9 → 529 ✅
Once you understand the structure, you can calculate these squares much faster mentally. Try it with 63² or 83²! 👀
📚 Alom’s Squaring Shortcut — Unit Digit Method
By: AlomMathsAcademy

🧮✨ Can you find the square root of a non-perfect square without using the traditional long-division method?Here is Alom’...
14/09/2026

🧮✨ Can you find the square root of a non-perfect square without using the traditional long-division method?
Here is Alom’s Non-Perfect Square Root Method applied to:
Step by step: ✅ Select the base parameter �
✅ Determine � using a simple inequality
✅ Find the remainder �
✅ Calculate the decimal part directly
A structured approach to understanding square roots with deeper decimal precision.
💬 What do you think about this method? Try it with another non-perfect square and share your answer!
By: AlomMathsAcademy

A new approach to square roots of non-perfect squares! 🧮✨Introducing Alom’s Non-Perfect Square Root Method — a structure...
13/09/2026

A new approach to square roots of non-perfect squares! 🧮✨
Introducing Alom’s Non-Perfect Square Root Method — a structured way to evaluate square roots with decimal precision.
📌 Example:
No traditional long-division square-root process — just a clear numerical structure.
Can you apply this method to another non-perfect square? 👇

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