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Fun math art (pictures) - benice equationMaking Art with Mathematical Equations, Inequalities and Functions (Mappings, Transformations)
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Making Art with Mathematical Equations, Inequalities and Functions (Mappings, Transformations)
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Fun math art (pictures) - benice equation | benice-equation.blogspot.com Reviews
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Making Art with Mathematical Equations, Inequalities and Functions (Mappings, Transformations)
Fun math art (pictures) - benice equation: Fractal Star - Star fractal using GeoGebra
http://benice-equation.blogspot.com/2012/12/fractal-star.html
Fun math art (pictures) - benice equation. Making Art with Mathematical Equations, Inequalities and Functions (Mappings, Transformations). Thursday, December 20, 2012. Fractal Star - Star fractal using GeoGebra. Mathematical software used: GeoGebra ). Subscribe to: Post Comments (Atom). Fractal Spirograph (Fractal Roulette) (碎形旋輪線). Making Love ♥. Fractal Star - Star fractal using GeoGebra. Binary Fractal Tree (二元碎形樹). Sierpinski Triangle Using Inequalities. Funny Equations - 2D curves and plane regions.
Fun math art (pictures) - benice equation: Spiral Inequality (螺旋不等式)
http://benice-equation.blogspot.com/2014/08/spiral-inequality.html
Fun math art (pictures) - benice equation. Making Art with Mathematical Equations, Inequalities and Functions (Mappings, Transformations). Sunday, August 17, 2014. 2) Fermat's spiral (Parabolic spiral). 3) Hyperbolic spiral (Reciprocal spiral). Mathematical software used: gnuplot ). September 21, 2014 at 6:07 AM. You know your at the right site when you have a good sight to see,. The Golden Rule is The Theory of Everything. October 29, 2014 at 1:48 PM. Thanks very much,. October 29, 2014 at 6:32 PM.
Fun math art (pictures) - benice equation: Tiling using Spiral Hexaskelions
http://benice-equation.blogspot.com/2014/07/tiling-using-spiral-hexaskelions.html
Fun math art (pictures) - benice equation. Making Art with Mathematical Equations, Inequalities and Functions (Mappings, Transformations). Friday, July 25, 2014. Tiling using Spiral Hexaskelions. The spirals are logarithmic spirals:. R(θ) = a exp(bθ), b = 0.25. The spirals are logarithmic spirals:. R(θ) = a exp(bθ), b = golden ratio 0.618. The spirals are Archimedean spirals. 1 number of spiral turns 2). The spirals are Archimedean spirals. 2 number of spiral turns 3). The spirals are logarithmic spirals:.
Fun math art (pictures) - benice equation: Tic-Tac-Toe (井字遊戲)
http://benice-equation.blogspot.com/2014/11/tic-tac-toe.html
Fun math art (pictures) - benice equation. Making Art with Mathematical Equations, Inequalities and Functions (Mappings, Transformations). Tuesday, November 4, 2014. Let f(a,b,x,y) = 1/exp(1/(a² - x²)²) 1/exp(1/(a² - y²)²) - b. Blue grid (#) . f(2, 0.999, x, y) = 0. Green nought (o) . f(0.125, 0.85, x, y) = 0. Red cross (x) . f(0.125, 0.999, 2(y x), 2(y-x) = 0. When the parameter 'a' changes from 0 to 2, the graph. Changes shape from a plus sign to a number sign(#). Mathematical software used: Graph.
Fun math art (pictures) - benice equation: Making Love ♥
http://benice-equation.blogspot.com/2012/02/making-love.html
Fun math art (pictures) - benice equation. Making Art with Mathematical Equations, Inequalities and Functions (Mappings, Transformations). Saturday, February 4, 2012. Making Love ♥. Linear Combination of Spirographs. Mathematical software used: GeoGebra ). February 5, 2012 at 7:05 AM. Wait How does this one work? How do you get the red line from the other two? I dont get it. February 5, 2012 at 10:31 AM. X,y) = m1*(x1,y1) m2*(x2,y2) (m1 and m2 are constant.). February 15, 2012 at 12:22 AM. Regular Polygo...
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Fun math art (pictures) - benice equation
Fun math art (pictures) - benice equation. Making Art with Mathematical Equations, Inequalities and Functions (Mappings, Transformations). Tuesday, December 12, 2017. Rotational Symmetry of Order 4. Making Patterns with Rotational Symmetry of Order 4 Using a n by n Grid of Random Shaded Squares. 1) n is even. Max(x,y) = x y? F(t) = a*0.5*cos(2*pi*t) / max(abs(cos(2*pi*t) , abs(sin(2*pi*t) ). G(t) = a*0.5*sin(2*pi*t) / max(abs(cos(2*pi*t) , abs(sin(2*pi*t) ). FunX(i,t) = f(t) 0.5 i. Set xrange [-m-1:m 1].
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