In the figure of Triangle ABC, D divides CA in the ratio 4:3. If DE || BC, F is the mid point

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In the figure of ABC D divides CA in the ratio 4:3 If DE||BC F is the mid-point | Triangles Class 10 In the figure of ABC D divides CA in the ratio 4:3 If DE||BC F is the mid-point | Triangles Class 10
In the given figure ∆ABC, D divides CA in the ratio 4 : 3. If DE || BC, then find ar (BCDE) : ar (∆A In the given figure ∆ABC, D divides CA in the ratio 4 : 3. If DE || BC, then find ar (BCDE) : ar (∆A
If D(1,2), E(4,-3), F((-2,4) are the midpoints of the sides BC, CA and AB of ∆ABC, then centroid is? If D(1,2), E(4,-3), F((-2,4) are the midpoints of the sides BC, CA and AB of ∆ABC, then centroid is?
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