
geometry Tag Posts Index
Explore on-chain topics from the Hive blockchain.
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Patterns, Lines, and Rough Surfaces
Black-and-white photography has always been interesting to me because it is not only about strong contrast between light and dark. Sometimes, what makes an image
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The Art of Geometry and Light
Compositions with overlapping triangles magically attract the viewer's gaze, don't they? I have always loved such photos For some reason I often come across such
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Geometric Series: Sum of x^n series = 1/(1 - x) if |x| is less than 1
In this video, I show that the infinite series xn = x0 + x1 + x2 + ... is just a geometric series, and converges if the absolute value of x is less than 1. By common
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Converting the number 2.3171717... into the fraction 1147/495 via the Geometric Series
In this video, I go over an example of converting the number 2.3171717... (with infinite repeating 17) into a fraction by writing the repeating 17s as an infinite
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Examples on Identifying Geometric Series and Determining if it Converges or Diverges
In this video, I go over two examples and two methods of identifying if a series is a geometric series, and then finding its sum if it converges. In the first example,
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Examples on Identifying Geometric Series and Determining if it Converges or Diverges
3Speak - YouTube - Telegram - Notes - Playlist - Sequences and Series - MES Links In this video, I go over two examples and two methods of identifying if a series
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Geometric Series: Deriving the Sum using an Ingenious Method (and via Similar Triangles)
In this video, I go over the geometric series, which is the sum a + a r + a r^2 + ..., and show that if the absolute value of the common ratio r is less than 1,
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Geometric Series: Deriving the Sum using an Ingenious Method (and via Similar Triangles)
3Speak - YouTube - Telegram - Notes - Playlist - Sequences and Series - MES Links In this video, I go over the geometric series, which is the sum a + a r + a r^2
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[religious brainwash] Money for Nothing The Scientists, Fraudsters, and Corrupt Politicians Who Reinvented Money, Panicked a Nation, and Made the... #7/177
He wasn’t completely free of the older view as he pondered the tricks that schoolmasters used to construct the canonical curves without bothering with any algebra:
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[religious brainwash] Money for Nothing The Scientists, Fraudsters, and Corrupt Politicians Who Reinvented Money, Panicked a Nation, and Made the... #6/177
Some of the works Newton had already read used infinite series to attack a variety of questions—for one, chasing down ever more precise values for that bane of middle
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[religious brainwash] Money for Nothing The Scientists, Fraudsters, and Corrupt Politicians Who Reinvented Money, Panicked a Nation, and Made the... #5/177
The study of curves was a central fascination of seventeenth-century mathematics, and Newton had plunged into the field when he read a translation of René Descartes’s
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SINGLE FRAME JOURNEYS #3 - THE PATTERN ABOVE
Sometimes inspiration comes from the most unexpected places. This photo was taken inside a zoo building. I honestly wasn’t paying much attention to. I was mostly
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Polygons
Warm greeting to the friend's of hive. Its a skme polygons shapes. I hope its informative for all of you.
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Unboxing the thunderstorm generator
Bob Greenyer of the Martin Fleshman memorial project unboxing Malcolm Bendall’s Thunderstorm Generator Generator
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Geometry Dash: A Journey Through Rhythm, Reflex, and Resilience
Geometry Dash isn’t just a game — it’s a test of rhythm, focus, and determination. Developed by RobTop Games, this rhythm-based platformer challenges players to
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Free energy from the sky for you and your plants 🪴
Continuing my classes in electroculture with another 90sec film, fresh from the edit suite! Description: Most people seem aware that electricity can be harvested
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Dynamical Equations too complex? Cellular automata might be simpler?
Note: this is a sequel to Note2: The first post of this "series" of posts is It has been seeming lately while bringing up many many wikipedia pages across
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Gravitational-wave mechanics and circuitry... IS MEANS SO CAN DO?
(Note: this is a sequel to ) As I write, the Wikipedia entry on gravitational waves is telling me "Gravitational-wave astronomy has the advantage that, unlike
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Example 4: Tangent Vector is Orthogonal to Vector of Constant Length
In this video I show that the tangent vector (derivative of a vector function) is orthogonal or perpendicular to a vector of constant length. Geometrically this
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Lets not forget "Synergetics" (R. Buckminster Fuller)...
( Note: this is a sequel to ). IS MEANS SO CAN... DO? Geometry: Three dimensions implies / requires at least four points, like Bucky's fundamental tetrahedron, which
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