150 Geometric Shapes
150 geometric shapes, covering 2D, 3D, polygons, curves, and special figures:
🔷 2D Basic Shapes (1–20)
Point
Line
Line Segment
Ray
Angle
Right Angle
Acute Angle
Obtuse Angle
Straight Angle
Reflex Angle
Triangle
Square
Rectangle
Circle
Oval
Ellipse
Semicircle
Sector
Segment (circle)
Annulus
🔷 Polygons (21–60)
Pentagon
Hexagon
Heptagon
Octagon
Nonagon
Decagon
Hendecagon
Dodecagon
Tridecagon
Tetradecagon
Pentadecagon
Hexadecagon
Heptadecagon
Octadecagon
Enneadecagon
Icosagon
Regular Polygon
Irregular Polygon
Convex Polygon
Concave Polygon
Star Polygon
Kite
Rhombus
Trapezium
Isosceles Trapezium
Parallelogram
Scalene Triangle
Isosceles Triangle
Equilateral Triangle
Right Triangle
Acute Triangle
Obtuse Triangle
Reuleaux Triangle
Quadrilateral
Cyclic Quadrilateral
Tangential Quadrilateral
Deltoid
Arrowhead
Crescent
Lune
🔷 Curves & Special 2D Shapes (61–85)
Arc
Spiral
Parabola
Hyperbola
Cycloid
Epicycloid
Hypocycloid
Astroid
Cardioid
Lemniscate
Helix (2D projection)
Rose Curve
Folium
Catenary
Involute
Trochoid
Hypotrochoid
Epicycloid
Trisectrix
Witch of Agnesi
Gaussian Curve
Wave
Heart Shape
Teardrop
Stadium
🔷 3D Shapes – Solids (86–120)
Cube
Cuboid
Sphere
Hemisphere
Cylinder
Cone
Frustum
Pyramid
Square Pyramid
Triangular Pyramid
Tetrahedron
Octahedron
Dodecahedron
Icosahedron
Prism
Triangular Prism
Pentagonal Prism
Hexagonal Prism
Torus
Ellipsoid
Paraboloid
Hyperboloid
Spheroid
Capsule
Wedge
Bipyramid
Antiprism
Truncated Cube
Truncated Tetrahedron
Stellated Dodecahedron
Rhombohedron
Polyhedron
Convex Polyhedron
Concave Polyhedron
Johnson Solid
🔷 Advanced & Abstract Shapes (121–150)
Möbius Strip
Klein Bottle
Tesseract (4D Cube)
4D Hypercube
Fractal
Sierpinski Triangle
Sierpinski Carpet
Koch Snowflake
Mandelbrot Set
Julia Set
Lattice
Voronoi Cell
Penrose Tiling
Toroid
Spindle Torus
Horn Torus
Digon
Monogon
Polytope
Simplex
Orthoplex
Zonohedron
Isohedron
Isochoric Shape
Isogonal Shape
Isotoxal Shape
Curvilinear Polygon
Spherical Polygon
Geodesic Dome
Space-Filling Polyhedron






















































































































































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