Are the following triangles similar? Justify your answer. data:image/png;base64,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

Question

12-02-2020
Mathematics

contestada

Are the following triangles similar? Justify your answer. data:image/png;base64,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jak453 jak453 · Answer 1 · 2020-02-12T21:43:18+01:00

jak453 jak453

12-02-2020

Answer:

what?

Step-by-step explanation:

idk i dont see nothing sorry

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