MATHS 🧮 LAB 🔬
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🧮 Maths Lab 🧮 Explore mathematics through concepts, problem-solving, tricks, and visual learning. From basics to advanced ideas — learn, practice, and think mathematically. 🚀
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Gabriel's horn, or Torricelli's trumpet, is a geometric figure that demonstrates a mathematical paradox: it has an infinite surface area but a finite volume. Formed by revolving the graph y=1/x (for x greater than or equal to 1) around the x-axis, this 17th-century concept shows that an object can contain finite volume while having an unpaintable surface.
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Two vectors are perpendicular if their scalar (dot) product is zero.
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