proof the converse of mid - point theorem ......only right answer
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hey mate here is your answer
Step-by-step explanation:
Prove the converse of the mid-point theorem following the guidelines given below: Consider a triangle ABC with D as the mid-point of AB. Draw DE∥BC to intersect AC in E. Let E1 be the mid-point of AC. Use mid-point theorem to get DE1∥BC and DE1=BC/2.
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