Hi parents, Teachers and Kids.
I'm auntie Linda.
Welcome to LearnMath HaveFun — where mathematics is explored, explained, and enjoyed! 🎉
This channel is for:
College students and exam candidates (SAT, IGCSE, and more)
Math enthusiasts who want to sharpen problem-solving skills
Curious learners who enjoy discovering the hidden beauty of numbers
Here, you’ll find:
College Algebra 🧮 — clear explanations and tricky problems solved step by step
Geometry 📐 — theorems, puzzles, and visual problem-solving
Number Theory 🔢 — exploring the mysteries and patterns of numbers
Math History 🏛️ — fascinating stories of how ideas in mathematics were discovered
✨ What makes this channel different?
We go beyond solving problems — every video uncovers patterns, logic, and the bigger story behind the math.
LearnMath HaveFun
Which values are wrong?
A
B
C
D
E
NONE.
2 months ago (edited) | [YT] | 3
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LearnMath HaveFun
👋 Hi everyone, welcome to LearnMath HaveFun!
This is the place where math becomes clearer, deeper, and more exciting. On this channel, I share:
🧮 College Algebra
📐 Geometry
🔢 Number Theory
🏛️ The History of Mathematics
My goal is to make math not just about solving problems, but about discovering patterns, logic, and fun.
✅ Expect:
Short, thought-provoking math problems
Full lessons that explain tricky concepts
Surprising stories from the history of math
👉 I’d love to know: Which topic excites you most — Algebra, Geometry, Number Theory, or Math History? Comment below ⬇️ so I can create content you’ll enjoy!
Let’s learn math, and have fun doing it 🎉
2 months ago | [YT] | 1
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LearnMath HaveFun
Equations don’t start with numbers… they start with words.
Master the translation, master the math.
Mathematics isn’t just about numbers — it’s a language. If you can’t “speak” it, you’ll struggle to “hear” what a problem is really saying.
Whether you’re preparing for SAT, IGCSE, or just trying to sharpen your problem-solving skills, the ability to translate a phrase like “five less than twice a number” into 2x – 5 is a superpower.
“Mathematics is the language in which God has written the universe.” – Galileo Galilei
If math is a language, then translating English into algebra is learning its grammar.
🌟 Remember: Equations are just sentences in the language of math. The better you are at writing them, the better you’ll be at solving them.
4 months ago | [YT] | 1
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LearnMath HaveFun
Solve for X: −19 + 3𝑒^x = 11
4 months ago | [YT] | 0
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LearnMath HaveFun
What are the values of x that will make this equation true
4 months ago | [YT] | 0
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LearnMath HaveFun
Find the value of n: 9ⁿ = n⁹
4 months ago | [YT] | 2
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LearnMath HaveFun
Euclid: The Father Of Geometry
You’ve probably heard of Euclid, but how much do you really know about him?
He was more than just a mathematician—his ideas shaped the way we understand geometry and logic even today. But surprisingly, very little is known about his life.
Euclid lived around 300 BCE in Alexandria, Egypt, during the reign of Ptolemy I. Unlike famous thinkers like Archimedes or Pythagoras, Euclid left behind no personal records. No one knows what he looked like, where he was born, or how he spent his days. However, what he did leave behind was a 'mathematical masterpiece' that would influence the world for more than 2,000 years.
The Masterpiece: "The Elements"
Euclid’s most famous work, "The Elements," is a collection of thirteen books that systematically organize all the mathematical knowledge of his time. It wasn’t just a book—it was a 'revolution' in logical thinking.
Instead of just stating mathematical facts, Euclid proved them step by step using "definitions, postulates, and logical deductions'. This method became the foundation of modern mathematics.
For over 2,000 years, "The Elements" was the primary textbook for teaching geometry. It was so influential that it was second only to the Bible in terms of the number of translations and copies made throughout history.
What Did Euclid Teach Us?
Euclid’s work covers a wide range of mathematical topics, but some of his most famous contributions include:
📌 Euclidean Geometry – The system of geometry based on points, lines, angles, and shapes, assuming that parallel lines never meet.
📌 The Five Postulates – These simple rules formed the foundation of classical geometry. The most famous one, the 'Parallel Postulate', puzzled mathematicians for centuries and eventually led to the discovery of non-Euclidean geometry.
📌 Logical Proofs – Euclid introduced a method of proving statements through logical steps, a technique still used in mathematics today.
📌 Number Theory – Euclid studied prime numbers and introduced the "Euclidean algorithm" a method for finding the greatest common divisor of two numbers.
Did You Know?
🔹 Euclid didn’t invent geometry—he "organized and refined" ideas that were already known.
🔹 His book "The Elements" was used in schools for over 2,000 years—longer than any other textbook in history!
🔹 No one knows what Euclid looked like—there are no surviving portraits of him. Most statues and paintings of him are 'artists’ imaginations'.
A Quick Summary of "The Elements"
Euclid’s "thirteen books" cover different areas of mathematics:
♦️Books 1-6 – Plane geometry: points, lines, angles, triangles, circles, and parallelograms.
♦️Books 7-9 – Number theory: prime numbers, divisibility, and proportions.
♦️Book 10 – The study of irrational numbers.
♦️Books 11-13 – Three-dimensional geometry: cubes, spheres, pyramids, and cones.
Though Euclid himself remains a mystery, his work continues to shape mathematics, science, engineering, and even philosophy. His logical approach to problem-solving and geometric reasoning laid the foundation for modern mathematics.
So the next time you measure an angle, draw a triangle, or solve a proof, remember—you’re following in the footsteps of **Euclid, the Father of Geometry.**
9 months ago | [YT] | 2
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