Question

find the centroid of the triangle vertices are( -1,3) (6,-3) and (-3,6)​

Answer 1

Answer:

please follow me I don't know your answer hope you had

Answer 2

Given:

Vertices: ( -1,3), (6,-3) and (-3,6)​

To find:

The centroid's coordinates

Solution:

The triangle's centroid's coordinates are (2/3, 2).

We can take the average of the vertices' coordinates to obtain the centroid's coordinates.

The given triangle's vertices are as follows-

(x1, y1)=( -1,3)​

(x2, y2)=(6,-3)

(x3, y3)=(-3,6)

Let the centroid's vertex be (A, B).

So, A=(x1+x2+x3)/3

A=(-1+6-3)/3

A=2/3

B=(y1+y2+y3)/3

B=(3-3+6)/3

B=6/3

B=2

(A, B)=(2/3, 2)

Therefore, the triangle's centroid's coordinates are (2/3, 2).