The length of CG is 5cm when In the picture we can see a triangle EFD and the ABC are the points middle of the Sides of the triangle.
Given that,
In the picture we can see a triangle EFD and the ABC are the points middle of the Sides of the triangle.
G is the middle of the triangle.
GD is 10cm
We have to find CG.
We know that,
The intersection of the triangle's three medians is shown in the diagram at point G.
The triangle's centre is where the three medians converge, and we refer to it as the centroid.
One characteristic of the centroid is that it splits the ratio's medians.
2:1
The medians are the lines that connect the triangle's vertices to the midpoints of its other side.
We get,
DG:CG=2:1
10:CG=2:1
10/CG=2/1
2CG=10
CG=10/2
CG=5
Therefore, The length of CG is 5cm when In the picture we can see a triangle EFD and the ABC are the points middle of the Sides of the triangle.
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