Using the triangle A(4, 6), B(0, 4), C(6, 2) and D(3, 3) the midpoint of BC, find the centroid G, which divides median AD in ratio 2:1 from A. Give G.

Question

Accepted Answer

(10/3, 4). G divides AD (A(4,6) to D(3,3)) in 2:1. x=2 · 3+1 · 4/3=10/3; y=2 · 3+1 · 6/3=12/3=4. So (10/3, 4). Check: centroid=(4+0+6/3,6+4+2/3)=(10/3,4).

Using the triangle A(4, 6), B(0, 4), C(6, 2) and D(3, 3) the midpoint of BC,
find the centroid G, which divides median AD in ratio 2:1 from A.
Give G.

Step-by-Step Solution

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More Class 10 Section Formula practice

Using the triangle A(4, 6), B(0, 4), C(6, 2) and D(3, 3) the midpoint of BC,find the centroid G, which divides median AD in ratio 2:1 from A.Give G.

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 10 Section Formula practice

Using the triangle A(4, 6), B(0, 4), C(6, 2) and D(3, 3) the midpoint of BC,
find the centroid G, which divides median AD in ratio 2:1 from A.
Give G.