Does my answer sound good, is it correct? Can someone check it for me?

Part 1: What is the centroid of a triangle?
Part 2: Where can the centroid be found in relation to the triangle?

My Answer:
Part 1: A centroid is the point where the three medians of a triangle intersect.
Part 2: This point is always found inside the triangle, at the center of mass for the triangle.

Question

Does my answer sound good, is it correct? Can someone check it for me?

Part 1: What is the centroid of a triangle? 
Part 2: Where can the centroid be found in relation to the triangle? 

My Answer:
Part 1: A centroid is the point where the three medians of a triangle intersect.
Part 2: This point is always found inside the triangle, at the center of mass for the triangle.

anonymous · Answer

1 ok
2 ok

anonymous · Answer

yay, okay cool thanks, but are u sure I don't need to add anything else, for some reason I feel it should be longer, but maybe that's because its an essay question... idk but thanks again

anonymous · Answer

But usuall y one is required to prove that$$1 \rightarrow $$ 2

anonymous · Answer

1 is the definition.
2 is a consequence of 1 (proof is easy)

anonymous · Answer

ohh would it be bad to put the definition? btw its on the computer so I cant draw anything...

anonymous · Answer

No , 1 is fine. It is definition.

anonymous · Answer

okay, cool. btw, I have another  essay question I need checked would u mind checking it?

anonymous · Answer

What are the steps used to construct a triangle centroid? 

my answer:
1)We start with a triangle ABC.
2)Construct the bisector of the line segment AB. Label the midpoint of the line D. 
3)Draw the median from the midpoint D to the opposite vertex C.
4)In the same manner, construct E, the midpoint of the line segment BC.
5)Draw the median from the midpoint E to the opposite vertex A
6)Done. The point F where the two medians intersect is the centroid of the triangle ABC.

anonymous · Answer

Isn't bisector word only applied to angles ? For intervals - middle is better

anonymous · Answer

okay, so then just change construct the bisector of the line segment: to construct the middle of the line segment?

anonymous · Answer

also, these are the steps that my teacher listed, its what I follow to create a centroid...

anonymous · Answer

Steps are ok. Word bisector - is it used for intervals ?

anonymous · Answer

okay, thanks again for ur help! :)

anonymous · Answer

You welcome ! Are u from France Renee ?

anonymous · Answer

No, I wish! im from New Jersey... :)

anonymous · Answer

Well, your name is !

anonymous · Answer

yeah, I love my name, was named after my great great grandmother! :)

anonymous · Answer

Well see u around. Live long and prosper

anonymous · Answer

lol u 2 :D

anonymous · Answer

:D]