I have no idea what you mean by these ordered pairs.mtayab1994 said:Homework Statement
(A,2),(B,1),(C,1)
What law?mtayab1994 said:and M is the center of [BC] and N is the centroid of: (A,2) and (B,1)
Homework Equations
show that AM=2AG
The Attempt at a Solution
I used the law and i got 4AG=2AM+0.5MB +0.5MC
mtayab1994 said:But what did i do wrong?
A centroid is the geometric center of a shape or object. It is the point where all the mass of the object is evenly distributed.
A centroid is typically calculated by finding the average of the x-coordinates and the average of the y-coordinates of all the points that make up the shape or object.
The centroid is an important concept in mathematics and physics. It is used to determine the center of mass of an object, which is crucial in calculating the object's stability and balance.
Yes, a centroid can be outside of the shape if the shape is irregular or has holes. In these cases, the centroid may be located outside of the shape, but it still represents the center of mass of the object.
The concept of centroids is used in various real-world applications, such as architecture, engineering, and physics. It is used to determine the stability of structures, the balance of vehicles, and the distribution of mass in various objects.