Asked by Brendan
AM is a median of a triangle where A is one vertex and
M is the midpoint of a side of a triangle opposite vertex A. If the distance from the centroid of the triangle
to M is 5 units, how long is the median AM
I have: The centroid, is the balance point, or center of gravity, of a model of the triangle and which is two-thirds the distance from each vertex to the opposite side. so it is 15 units. I am so confused can you help
M is the midpoint of a side of a triangle opposite vertex A. If the distance from the centroid of the triangle
to M is 5 units, how long is the median AM
I have: The centroid, is the balance point, or center of gravity, of a model of the triangle and which is two-thirds the distance from each vertex to the opposite side. so it is 15 units. I am so confused can you help
Answers
Answered by
john
point z is the centroid of triangle ABC,CA=20,AD=12 and BE=9 what is the perimeter AZE?
Answered by
Sharon
I believe the correct answer is 127 units for the perimeter.
Answered by
Nusrat
point Z is the centroid of triangle ABC,CA=20,AD=12 and BE=9 what is the perimeter of AZE?
Answer is 21
Answer is 21
There are no AI answers yet. The ability to request AI answers is coming soon!