Irrational Numbers (Mathematics Form1)
Irrational Numbers (Mathematics Form1)
What if I told you there are numbers so mysterious they CANNOT be written as fractions ever? The number π (pi = 3.14159265358979...) never ends and never repeats. Neither does √2 = 1.41421356... These are called irrational numbers, and they are hiding everywhere: in the circumference of every circle, in the diagonal of every square, and even in art and architecture! Today we unmask these fascinating numbers and understand exactly why they refuse to behave like fractions. Ready to meet the numbers that break all the fraction rules? Let's explore the beautiful mystery!
16/05/2026, 17:13:07
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