can u solve this question for me its very difficult
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Case 1 When transversals are parallel ,
then all intercepts are of equal lenght .
Case 2 When transversals are not parallel (intersecting) ,
then we can imagine triangles signifying the thales theorem properties ,
i.e, ratio of corresponding sides are proportional.
Hope, you can understand
then all intercepts are of equal lenght .
Case 2 When transversals are not parallel (intersecting) ,
then we can imagine triangles signifying the thales theorem properties ,
i.e, ratio of corresponding sides are proportional.
Hope, you can understand
Answered by
1
Here is the solution.........
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JayBhanushali:
tumko 82 bhi kam lag rhe hai
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