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Demonstrations 61 - 80 of 12796
Generate Uniform Spherical 3D Random VectorsDiophantine Equations with Powers of Two or Four for Thirteen Variable SetsGravitational Waves Emitted by Colliding Black HolesSimultaneous Diophantine Equations for Powers 1, 2, 4 and 6Confidence Interval for a Population Mean
Generate Uniform Spherical 3D Random Vectors
Diophantine Equations with Powers of Two or Four for Thirteen Variable Sets
Gravitational Waves Emitted by Colliding Black Holes
Simultaneous Diophantine Equations for Powers 1, 2, 4 and 6
Confidence Interval for a Population Mean
Distance between the Centers of the Nine-Point and Apollonius CirclesIdentify the Vertices of a PolyhedronThree Holes in a CubeHoles in the Faces of a DodecahedronZeolite A
Distance between the Centers of the Nine-Point and Apollonius Circles
Identify the Vertices of a Polyhedron
Three Holes in a Cube
Holes in the Faces of a Dodecahedron
Zeolite A
Three Cylinders in a CubeRhombic Triacontahedron Built on a CubeSums of Squares of the Side Lengths and Various Radii of a TriangleTwo Ways to Fold a Net into a Triangular DipyramidFitting a Powered Exponential Autocorrelation: Alternatives to Maximum Likelihood via Conjugate Gradient Linear Solvers
Three Cylinders in a Cube
Rhombic Triacontahedron Built on a Cube
Sums of Squares of the Side Lengths and Various Radii of a Triangle
Two Ways to Fold a Net into a Triangular Dipyramid
Fitting a Powered Exponential Autocorrelation: Alternatives to Maximum Likelihood via Conjugate Gradient Linear Solvers
Expanding CubeCompound of Five Cubes and Small RhombicosidodecahedronDistance between the Incenter and the Center of the Apollonius CircleInequalities for an Exradius of a TriangleDistance between Two Points Based on a Triangle
Expanding Cube
Compound of Five Cubes and Small Rhombicosidodecahedron
Distance between the Incenter and the Center of the Apollonius Circle
Inequalities for an Exradius of a Triangle
Distance between Two Points Based on a Triangle

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