In trapezium `ABCD`, `BC||AD` and `AD=4cm`. The two diagonals `AC` and `BD` intersect at the

Name: In trapezium `ABCD`, `BC||AD` and `AD=4cm`. The two diagonals `AC` and `BD` intersect at the
Uploaded: 2024-04-25T20:56:58+03:00
Duration: 4 min 53 s
Description: In trapezium `ABCD`, `BC||AD` and `AD=4cm`. The two diagonals `AC` and `BD` intersect at the

In trapezium `ABCD`, `BC||AD` and `AD=4cm`. The two diagonals `AC` and `BD` intersect at the point `O` in such a way that `(AO)/(OC)=(DO)/(OB)=(1)/(2)`. Find the length of `BC`.

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In trapezium `ABCD`, `BC||AD` and `AD=4cm`. The two diagonals `AC` and `BD` intersect at the point `O` in such a way that `(AO)/(OC)=(DO)/(OB)=(1)/(2)`. Find the length of `BC`.

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