Question

Draw an abtuse angle triangle STV. Draw it's meadian and show the centroid.

Answer 1

G is centroid

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Answer 2

Question:

Draw an abtuse angle triangle STV. Draw it's meadian and show the centroid.

Answer:

(Figure is in the attachment)

Extra Information:

• The point of concurrence is called the orthocentre of the triangle.
• The Altitudes of a triangle pass through exactly one point ; that means they are concurrent. The point of concurrence is called the orthocentre and it is denotes by "O".
• The orthocentre of a right angled triangle is the vertex of the right angle.
• The orthocentre of an obtuse angled triangle is in the exterior of the triangle.
• The orthocentre of an acute angled triangle is in the interior of the triangle.
• For all types of triangles the location of G is in the interior of the triangles.
• The centriod divides each median in the ratio 2:1.
• If we are drawing medians of a triangle the concurrence is called the centroid.It is denoted by G.