Explain how the triangle similarity postulates and theorems are alike and how they differ from triangle congruence postulates

Name something with a height that would be difficult to measure directly. Describe how you could measure it indirectly

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  1. Similarity theorems and postulates involve matching either angles only, or the ratios of corresponding side lengths. Congruence theorems and postultates invove actual lengths of corresponding sides. See

    An example of using trig to measure a height would be that of a tree that could not be climbed.

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  2. Which statement below is true about similar triangles?

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