## Centroid of Triangle Worksheets

In this page centroid of triangle worksheets we are going to see questions in the form of quiz.

Definition of centroid:

The simple definition for centroid of a triangle is, the point of concurrency of the medians.

If the coordinates of A,B and C are (x1y1), (x2,y2), and (x3,y3) , then the formula to determine the centroid of the triangle given by

In the above triangle , AD, BE and CF are called medians. All the three medians AD, BE and CF are intersecting at G. So  G is called centroid of the triangle

Question 1 :

Find the centroid of triangle whose vertices are (1,10) (-7,2) and (-3,7).

 (A) (2 , 8) (B) (-3 , 19/3) (C) (2 , 5)

Question 2 :

Find the centroid of triangle whose vertices are (-1,-3) (2,1) and (2,-4).

 (A) (1 , -2) (B) (-3 , 3) (C) (1 , -5)

Question 3 :

Find the centroid of triangle whose vertices are (1,1) (2,3) and (-2,2).

 (A) (-2 , -6) (B) (4/3 , 9) (C) (-1/3 , 2)

Question 4 :

Find the centroid of triangle whose vertices are (1,1) (2,3) and (-2,2).

 (A) (8/3 , 14/3) (B) (-5/3 , 7/3) (C) (1/3 , -5/3)

Question 5 :

Find the centroid of triangle whose vertices are (6,7) (2,-9) and (-4,1).                centroid of triangle worksheets

 (A) (4/3, -1/3) (B) (-7/3 , 1/3) (C) (1/3 , -5/3)

Question 6 :

Find the centroid of triangle whose vertices are (3,4) (2,-1) and (4,-6).

 (A) (3, -1) (B) (-7 , 3) (C) (1 , -5)

Question 7 :

Find the centroid of triangle whose vertices are  (5,6) (2,4) and (1,-3).

 (A) (4/3, -1/3) (B) (8/3 , 7/3) (C) (4/3 , 5/3)

Question 8 :

Find the centroid of triangle whose vertices are  (1,3) (-7,6) and (5,-1).

 (A) (-4/3, 5/3) (B) (-1/3 , 7/3) (C) (-1/3 , 8/3)

Question 9 :

Find the centroid of triangle whose vertices are  (1,1) (3,4) and (5,-2).

 (A) (4, 3) (B) (3 , 1) (C) (3 , 5)

Question 10 :

Find the centroid of triangle whose vertices are  (-3,-9) (-1,6) and (3,9).  centroid of triangle worksheets

 (A) (-5, -1) (B) (8 , 7) (C) (-1 , 2)

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Math is not only solving problems and finding solutions and it is also doing many things in our day to day life.  They are: