Orthocenter-of-a-acute-angle

Different Circles and Centers Connected with Triangle – Orthocenter

Different Circles and Centers Connected with Triangle – Orthocenter Orthocenter(H) is the point of intersection of the altitudes of a triangle. Orthocenter (H) of an acute angled triangle lies inside the triangle. Orthocenter (H) of an obtuse angled triangle lies inside the triangle. Orthocenter(H) of a right-angled triangle ABC lies at the right angle itself. Read more about Different Circles and Centers Connected with Triangle – Orthocenter[…]

Tolani Maritime Institute

Tolani Maritime Institute (TMISAT-2020) Notification Released

Tolani Maritime Institute (TMISAT-2020) Notification Released The programmes conducted by TMI is an initiative born out of the requirement of STCW 2010, which mandates that structured training methodology be incorporated into all the shipboard training of Merchant Marine Officers. TMI has therefore developed programmes which are approved by DG Shipping and conducted through “Distance Learning Read more about Tolani Maritime Institute (TMISAT-2020) Notification Released[…]

Length-of-Angle-Bisector

Incircle and Incenter – Length of Angle Bisector AP

Incircle and Incenter – Length of Angle Bisector AP Length of Angle Bisector AP: Area of Triangle ABP + Area of Triangle ACP = Area of Triangle ABC ,                    ,       Similarly, length of angle bisector through point B and C is ,                                                                                                                          , Example: In Triangle ABC, the three bisectors of the angles Read more about Incircle and Incenter – Length of Angle Bisector AP[…]

Distance-of-the-incentre-from-the-vertex

Incircle and Incenter

Incircle and Incenter Distance of the Incenter from the Vertex: In triangle ABC ,    ,                                                            , , Similarly, , Length of Tangent from Vertices to the Incircle: In triangle , = s – b BD = BF = s – b Similarly, AF = AE = s – a And CD = CE = Read more about Incircle and Incenter[…]

Incircle-and-Incenter

Different Circles and Centers Connected with Triangle – Part2

Different Circles and Centers Connected with Triangle – Part2 Incircle and Incenter: The point of intersection of the internal bisectors of a triangle is called the incenter of the triangle. Also, it is the center of the circle touching all the three sides internally. Incenter always lies inside the triangle. Point AFIE, BDIF, and CEID Read more about Different Circles and Centers Connected with Triangle – Part2[…]

DSAT 2019

Dayananda Sagar Admission Test (DSAT-2020) Exam Dates Released

Dayananda Sagar Admission Test (DSAT-2020) Exam Dates Released Dayananda Sagar Admission Test (DSAT-2020). Dayananda Sagar University(DSU) is a private university located at Hongasandra Village, Begur Hobli, Bengaluru, Karnataka. DSU inviting applications from the candidates who wants to join in DSU for admisions into B.Tech programmes for the academic year 2020 through Dayananda Sagar Admission Test(DSAT)-2020. Read more about Dayananda Sagar Admission Test (DSAT-2020) Exam Dates Released[…]

Circumcircle and Circumcenter

Different Circles and Centers Connected with Triangle – Part1

Different Circles and Centers Connected with Triangle – Part1 Circumcircle and Circumcenter: The circle passing through the angular point of Triangle ABC is called its circumcenter. The center of this circle is the point of intersection of the perpendicular bisectors of the sides and is called the circumcenter. its radius is denoted by R. Circumcenter Read more about Different Circles and Centers Connected with Triangle – Part1[…]