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Centres of Triangle

Posted on 09-07-202311-07-2023 By app.cch No Comments on Centres of Triangle
  1. Centroid of triangle

    Property: The three medians intersect at one point.

    Reference: centroid

  2. Orthocentre of triangle

    Property: The three altitudes intersect at one point.

    Reference: orthocentre

  3. In-centre of triangle

    Property: The three angle bisectors intersect at one point.

    Reference: in-centre

  4. Circumcentre of triangle

    Property: Three perpendicular bisectors of each sides intersect at one point.

    Reference: circumcentre

Same Topic:

Default ThumbnailAngle Sum of Triangle Default ThumbnailCondition for Isosceles Triangle Default ThumbnailCondition for Right-angled Triangle Default ThumbnailConditions for Congruent Triangles
Math, Measures, Shape and Space, Revision Note, Triangles

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Topic Cloud

3D Problems (41) Basic Functions (13) Basic Geometry (68) Binomial Theorem (7) Change of Subject (32) Complex Numbers (16) Coordinates (46) Differentiation (16) Equations of Circle (54) Equations of Straight Line (43) Estimations and Errors (35) Factorization (39) Graph of Functions (3) Inequality (39) Integration (15) Laws of Indices (43) Linear Programming (21) Locus (13) Logarithm (34) Mathematical Induction (7) Matrices (4) Mensuration (98) Numeral System (19) Percentage (42) Polynomials (49) Probability (85) Properties of Circles (56) Quadratic Equations and Functions (57) Rate and Ratio (30) Rational Functions (20) Sequences (66) Simultaneous Linear Equations (27) Statistics (122) System of Linear Equations (3) Transformations (44) Trigonometry (M2) (7) Trigonometry and Its Applications (67) Variations (38) Vectors (3)

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