Question

(paraphrase this into simple words) Misha's proof is indeed correct because she accurately demonstrated that if two lines with the same slope are distinct, they cannot intersect, reinforcing that such lines are parallel. The contradiction arises from assuming they intersect while being distinct, which confirms the parallelism.

Answer 1

Misha's proof is right because she showed that if two lines have the same slope and are different, they won't cross each other. This means the lines are parallel. The contradiction comes from thinking they cross while being different, which proves they are parallel.