How to verify that all the medians of a triangle pass through a common point in the question........
Attachments:
Answers
Answered by
2
We can verify it as:-
First, take any of the vertex and make a line which bisects the triangle into 2 equal parts.
Now, we can take the second vertex and do the same and finally we take the third vertex and again do the same.
Note that the line made cuts the triangle into 2 parts which are Equal.
Now, we can see that we got a point in the middle which is known as centroid.
First, take any of the vertex and make a line which bisects the triangle into 2 equal parts.
Now, we can take the second vertex and do the same and finally we take the third vertex and again do the same.
Note that the line made cuts the triangle into 2 parts which are Equal.
Now, we can see that we got a point in the middle which is known as centroid.
Kushushukla:
Thanks
Similar questions