Geometri Günlüğü

Wednesday, July 31, 2024

1983. A Circumcircle Through Circumcenter of ABC

- July 31, 2024 No comments:
Email ThisBlogThis!Share to XShare to FacebookShare to Pinterest
Labels: Centroid, Circumcenter, Circumcevian triangle, Circumcircle, Reflection

Sunday, July 28, 2024

1982. Collinear Points

 

- July 28, 2024 No comments:
Email ThisBlogThis!Share to XShare to FacebookShare to Pinterest
Labels: Collinear Points, Incenter, Inversion

Wednesday, July 17, 2024

1981. Euler To Euler

 

- July 17, 2024 No comments:
Email ThisBlogThis!Share to XShare to FacebookShare to Pinterest
Labels: Centroid, Euler Line, Perpendicular

Tuesday, July 16, 2024

1980. Triangles Sharing The Same Centroid

- July 16, 2024 No comments:
Email ThisBlogThis!Share to XShare to FacebookShare to Pinterest
Labels: Centroid, Myakishev associates, Perspective Triangles
Newer Posts Older Posts Home
Subscribe to: Posts (Atom)

1995. Circumcenter at Midpoint of BC

  • 1949. On Fermat's Configuration
  • 1643. Concyclic Points
  • 1992. A Geometric Construction For Inverse of 3rd Lemoine Circle Respect to 2nd Lemoine Circle
    Dedicated to Francisco Javier García Capitán on the occasion of his birthday.

Total Pageviews

Pages

  • Home

About Me

My photo
Dr. Abdilkadir Altıntaş
EMİRDAĞ, AFYONKARAHİSAR, Türkiye
View my complete profile

Blog Archive

  • March (6)
  • February (1)
  • November (1)
  • September (2)
  • August (2)
  • July (4)
  • May (2)
  • March (1)
  • February (8)
  • January (12)
  • August (1)
  • July (1)
  • May (6)
  • April (6)
  • March (22)
  • February (25)
  • January (13)
  • December (1)
  • July (4)
  • June (16)
  • May (24)
  • April (15)
  • March (18)
  • February (26)
  • January (27)
  • December (1)
  • November (1)
  • September (1)
  • August (4)
  • July (12)
  • June (20)
  • May (20)
  • April (9)
  • March (13)
  • February (30)
  • January (20)
  • December (29)
  • November (91)

Search This Blog

Contact Form

Name

Email *

Message *

Labels

  • 2nd Brocard Triangle
  • 2nd Euler Triangle
  • 2nd Lemoine Circle
  • 3rd Lemoine Circle
  • 4h Brocard Triangle
  • Angle Bisectors
  • Anticevian Triangle
  • Antiparallel
  • Antipedal Line
  • Antipedal Triangle
  • Antipode
  • Area Of Triangle
  • Barycentric Cube
  • Barycentric Product
  • Bevan-Schröder Point
  • Bicentric Pairs
  • Bicevian Conic
  • Brocard axis
  • Brocard Circle
  • Brocard midpoint
  • Brocard Points
  • Carnot's Theorem
  • Centroid
  • Ceva Conjugate
  • Ceva Point
  • Cevian Circle
  • Cevian Triangle
  • Ciclocevian Conjugates
  • Ciclocevian Triangle
  • CircleCevian Chain
  • Circlecevian P-Circle
  • Circlecevian Triangle
  • Circum conic
  • Circum orthiac Triangles
  • Circumcenter
  • Circumcevian triangle
  • Circumcircle
  • Circumconic
  • Circumhyperbola
  • Circumsymmedial Triangle
  • Coaxial Circles
  • Collinear Points
  • Con-conic Triangles
  • Concurrent Circles
  • Concurrent Lines
  • Concyclic Points
  • Congruent Circles
  • Conic
  • Conic Triangle
  • Conjugate Points
  • Constant Ratios
  • Cubic Curve
  • Cyclic Quadrilateral
  • Cyclologic Triangles
  • De Longchamps Point
  • Desmic Product
  • Efthimis Circle
  • Ellipse
  • Equal Area
  • Equal Segments
  • Equilateral Triangle
  • Euler Line
  • Euler Points
  • Evans Perspector
  • Ex-Circles
  • Excenters
  • Excentral Triangle
  • Extra-Kosnita Triangle
  • Fermat Configuration
  • Fermat Points
  • Feuerbach Hyperbola
  • Fixed Point
  • Fuhrmann Circle
  • Geometric Mean
  • Gergonne Point
  • Gibert-Burek-Moses Concurrent Circles Image
  • Gossard Triangle
  • Hagge circle
  • Homothetic Triangles
  • Humpty Points
  • Incenter
  • Incircle
  • Inscribed Triangle
  • Intangents Triangle
  • Inversion
  • Isodynamic Points
  • Isogonal Conjugates
  • Isotomic Conjugate
  • Jacobi Triangle
  • Jerabek Hyperbola
  • K001-Neuberg Cubic
  • K002-Thomson Cubic
  • K003-McCay Cubic
  • K004-Darboux Cubic
  • K005-Napoleon-Feuerbach Cubic
  • K007-Lucas Cubic
  • K018-Brocard Second Cubic
  • K059
  • K060
  • K1158-Altintas Cubic
  • K261a-Evans(first) cubic
  • Kiepert Hyperbola
  • Kosnita Point
  • Kosnita Triangle
  • Lemoine Circle
  • Lemoine Type Circle
  • Lester Circle
  • Locus
  • Medial Triangle
  • Median
  • Metric relations
  • Midpoint
  • Miquel Associate Point
  • Mittenpunkt
  • Mixtilinear Circle
  • Myakishev associates
  • Nagel's Point
  • Napoleon Points
  • Nesbitt Conjugate
  • Nine-Point Circle
  • NPC center
  • Orthic Triangle
  • Orthocenter
  • Orthocentric system
  • Orthocentrodial Circle
  • Orthogonal Projection
  • Orthologic Triangles
  • P-cevian orthiac triangle
  • Pappus Chain
  • Parabol
  • Parabologic Triangles
  • Parallels
  • Pedal Circle
  • Pedal Triangle
  • Pedal-Cevian Side Perspector
  • Perpendicular
  • Perspective Triangles
  • Phytagorean Theorem
  • Poncelet Point
  • Pro-Orthiac Triangle
  • Q002-Euler-Morley Quartic
  • Q136
  • Quartic Curve
  • Quintic Curve
  • Rectangle
  • Rectangular Hyperbola
  • Reflection
  • Reflection Triangle
  • Same Center
  • Sangaku
  • Schwatt Lines
  • Side Line Center
  • Similar Triangles
  • Simson Line
  • Sinorthiac triangle
  • Soddy Center
  • Soddy Line
  • Sondat's Theorem
  • Spieker Center
  • Squares
  • Symmedian point
  • Tangent
  • Tangent Circles
  • Tangential Triangle
  • Tarry Point
  • Taylor Circle
  • Thomson-Ginert-Moses Hyperbola
  • Tixier Point
  • Touch Point
  • Trace
  • Transformation
  • Translation
  • Trigonometry
  • Trilinear Polar
  • Trilinear Pole
  • Van Lamoen Circle
  • X(100)
  • X(101)
  • X(103)
  • X(104)
  • X(106)
  • X(109)
  • X(11)-Feuerbach Point
  • X(110)
  • X(111)-Parry Point
  • X(1112)
  • X(115)
  • X(125)
  • X(1296)
  • X(206)
  • X(24)
  • X(26)
  • X(30)
  • X(3065)
  • X(32)-Third power point
  • X(381)
  • X(382)
  • X(399)-Parry Reflection Point
  • X(40)-Bevan Point
  • X(476)
  • X(502)
  • X(52)
  • X(575)
  • X(620)
  • X(74)
  • X(99)-Steiner Point

Report Abuse

About Me

My photo
Dr. Abdilkadir Altıntaş
View my complete profile
Picture Window theme. Powered by Blogger.