Some examples of everyday occurrences that involve Sacred Geometry?
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I took Geometry in high school, and while I thought it was a pretty good class, I wouldn't call it sacred.  What exactly is sacred geometry?
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The page below gives many examples
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if you search on yahoo maps or mapquest, you can put in the place and it will bring up examples of what/where it may be. \n\nIt is very helpful. \n\ngood luck.
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Could you give a few examples please?
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Triangle, quadrilateral, pentagon, hexagon, heptagon, octagon, nonagon, decagon
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square-ish in shape\ncome in different sizes\nmany varieties
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It is named "magic square" and they are very well investigated.\nExapmple of it's history and other information is, for example, in the first attached wiki article.\n\nThere are 275,305,224 such 5x5 squares.\nMethods for building them can be found in a references of this wiki article.\nFor example, 2nd attached URL is a link to an application, which can generate you a lot of them.\n\nNow, some examples:\n\n01 02 17 23 22\n19 15 08 16 07\n20 14 13 12 06\n21 10 18 11 05\n04 24 09 03 25\n\n\n01 02 17 23 22\n20 16 08 15 06\n19 12 13 14 07\n21 11 18 10 05\n04 24 09 03 25\n\n\n01 02 17 23 22\n20 16 08 15 06\n21 12 13 14 05\n19 11 18 10 07\n04 24 09 03 25\n\n\n01 02 17 23 22\n21 15 08 16 05\n19 14 13 12 07\n20 10 18 11 06\n04 24 09 03 25\n\nand so on
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You use math everyday
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Trig might be the most visually accesible mathematical form.  I know of math, I have studied physics, I have studied Computer Science, I practice these things as I practice my guitar, my singing, and my dancing.  Mathematics is a tool for understanding, and I do believe, humankind's purest expression of truth.
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The Sri Yantra also called Sri Chakra is a beautiful and complex sacred geometry used for worship, devotion and meditation. It has been in use for thousands of years and it's origin is unknown.The central figure is composed of nine interlocking triangles. Every triangle is connected to the others by common points and is the reason why it is so difficult to draw correctly.\nPlease have a look at the animated construction at the site referred as you scroll down in it.
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The best examples are probably in the "too too solid flesh" soliloquy.  There the distinction between earthly things and heavenly things, and the distinction between King Hamlet and Claudius.  Also, when Prince Hamlet is addressing Yorick's skull, he draws comparisons between living and dying
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Well, since squaring the circle in the sense it is traditionally meant (making a square with the same area as a specific circle, using ruling and compass) is impossible:\n\nNo profession.  Maybe magic leprechauns.
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Check this out:\n\nhttp://www.angelfire.com/art2/fractals/lesson2.htm
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Here are some topics you could try:\nVedic Mathematics\nPolynomials\nLinear Equations\nNumber Systems\nLines and Angles\nQuadrilaterals\nAreas\nTriangles\nSurface Areas\nVolumes
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Following are some of the real life conics :\n\n1. The cables on a suspension bridge are parabolic. \n2. Water flowing from a water fountain moves in a parabolic path. \n3. The headlights on a car are paraboloids of revolution.  \n4. The moon's terminator is elliptic. \n5. Whispering galleries, such as the old Senate chamber in DC\n6. Elliptical gears are used for a slow power stroke and quick return; some bicycles use them to take advantage of the natural strength of your legs. \n7. If you tilt a glass, the surface of the fluid is elliptical. \n8. Pebbles on the beach assume an ellipsoidal shape. \n9. Pool shots are easy on an elliptical table. \n10. The shock wave from a jet plane travels along the ground as a hyperbola. \n11. One of the “real–world” applications of parabolas involves the concept of a 3-dimensional parabolic reflector in which a parabola is revolved about its axis (the line segment joining the vertex and focus). \n12. The shape of car headlights, \n13. mirrors in reflecting telescopes, and television and radio antennae \n\nI hope you teacher is happy with this examples.\n\nAll the best for it.
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my school asked us to do just one: the daily applications of geometry (with special emphasis on Similar Triangle, Trig and Pyth theorem)
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1.   Wyatt Says:\n      October 14th, 2004 at 1:54 pm\n\n      What is a liturgical kite? Is it the close cousin of a (Tibetan) prayer wheel?\n   2. matthew Says:\n      October 14th, 2004 at 4:41 pm\n\n      i think i may have seen one of these tawdry little devices once. it was a very long flexible pole to the end of which was attached a little plastic bird cut-out. sort of a holy spirit ona stick, i guess. i was nauseated at the sight of it. i presume it was the brain-child of the kind of charismatically inclined christian that thinks anything having even the faintest association with the holy spirit is to be ipso facto affirmed and employed.\n\nLeave a Reply