using BPT theorem show that intercept on a transversal by three equidistant parallel lines are always equal?
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Before we comprehend what Basic proportionality theorem needs to state, we have to comprehend a couple of basics of the closeness of triangles first. A short review of basics of comparability is given underneath.
On the off chance that two triangles are like each other at that point,
I) Corresponding points of both the triangles are equivalent and
ii) Corresponding sides of both the triangles are in the extent to each other.
On the off chance that two triangles are like each other at that point,
I) Corresponding points of both the triangles are equivalent and
ii) Corresponding sides of both the triangles are in the extent to each other.
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