Maurice and Claudia are arguing about how they can tell if the triangles they are drawing are going to be the exact same. In which of these cases would they have each drawn the exact same triangle as each other? Could their triangles be the same? Do their triangles have to be the same? Answer the following questions for each scenario:
1.Maurice drew a triangle with a 37 degree angle. Claudia drew a triangle with a 45 degree angle. Is it possible that they could have drawn the exact same triangle? Did they for sure draw the exact same triangle? Explain.
2.Claudia drew a new triangle that had one side length of 2 inches and another side length of 3 inches. So did Maurice. Is it possible that they could have drawn the exact same triangle? Did they for sure draw the exact same triangle? Explain.
3. then, Maurice and Claudia both drew new triangles that had angles that measured 30 degrees, 60 degrees, and 90 degrees. Is it possible that they could have drawn the exact same triangle? Did they for sure draw the exact same triangle? Explain.
4.Lastly, Claudia and Maurice each drew new triangles that had side lengths of 3 inches, 4 inches, and 5 inches. Is it possible that they could have drawn the exact same triangle? Did they for sure draw the exact same triangle? Explain.
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