State converse of basic proportionality theorem

1.	State converse of basic proportionality theorem
Answer» Step-by-step explanation: CONVERSE of BPT:- If a line intersects a SIDE of Triangle in same ratio, then it is said to be parallel to the third side. Basic Proportionality THEOREM:- A line parallel to third side of triangle INSECTS the two DISTINCT lines in same ratio. These are of two types AAA or Angle Angle in which angles are proportional SSS or Side Side Side in which sides are proportional.

Answer»

Step-by-step explanation:

CONVERSE of BPT:-

If a line intersects a SIDE of Triangle in same ratio, then it is said to be parallel to the third side.

Basic Proportionality THEOREM:-

A line parallel to third side of triangle INSECTS the two DISTINCT lines in same ratio.

These are of two types

AAA or Angle Angle in which angles are proportional
SSS or Side Side Side in which sides are proportional.

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State converse of basic proportionality theorem​