In a triangle ABC, a line XY drawn parallel to BC meeting AB in X and AC in Y. The area of the triangle AXY is half of the area of the triangle ABC. XY divides AB in the ratio of
(a)
1:
(b)
:(
1)
(c)
1: (
1)
(d)
In a triangle ABC, a line XY drawn parallel to BC meeting AB in X and AC in Y. The area of the triangle AXY is half of the area of the triangle ABC. XY divides AB in the ratio of
(a)
1:
(b)
:(1)
(c)
1: (1)
(d)
Question ID - 50090 | SaraNextGen Answer
In a triangle ABC, a line XY drawn parallel to BC meeting AB in X and AC in Y. The area of the triangle AXY is half of the area of the triangle ABC. XY divides AB in the ratio of
(a)
1:
(b)
:(1)
(c)
1: (1)
(d)
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In a triangle ABC, a line XY drawn parallel to BC meeting AB in X and AC in Y. The area of the triangle AXY is half of the area of the triangle ABC. XY divides AB in the ratio of |
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(a) |
1: |
(b) |
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(c) |
1: ( |
(d) |
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1 Answer - 5876 Votes
sq. units.
) = 
sq. units.
