mathswithmuza on Instagram: "A cone surface is created by taking a single straight line and sliding it so that one of its endpoints stays fixed while the other moves along a circular path. Because the line always pivots around the same point, the surface forms a smooth, slanted shape that narrows to a tip called the apex. What makes a cone surface interesting is that every point on it lies on some straight line that connects the apex to the circular boundary. This gives the cone a special kind o

Peter Math on Instagram: "I used Parrot AI to edit this, link in bio👆 Triple integrals extend the idea of integration into three dimensions, allowing us to measure volume, mass, and other properties inside a solid region. Instead of adding up tiny slices along a line or patches on a surface, we now sum infinitely small “blocks” that fill up a 3D space. This gives us a powerful way to handle problems involving density, temperature, or any quantity that varies throughout a volume. What makes trip

CONSPIRACY WORLD 👁️🇺🇸 on Instagram: "🏜️ Grand Canyon — The Truth 👁️🕳️ They call it erosion, time, and rock. But the shapes are too precise, the layers too organized, the chambers too deliberately hidden. There are sections sealed off, caves erased from maps, and artifacts that never made the museums. This wasn’t carved by nature alone… it was revealed by something older. 📖 Comment BOOK and I’ll show you what lies beneath the canyon they don’t let you explore. ⬇️"