Law of Sines when no triangle exists SSA

The video tutorial covers the process of setting up and solving a geometry problem involving triangles. The teacher guides students through labeling triangles, calculating the height using trigonometry, and checking the validity of the triangle based on given measurements. Emphasis is placed on understanding the flexibility of variable labeling and the importance of focusing on the geometric properties rather than the labels themselves.

What conclusion can be drawn if the height of a triangle is less than the opposite side?

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Discuss the implications of the statement 'you can't create a triangle there' in relation to the given measurements.

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