How to determine if you have 0,1 or 2 triangles for the ambiguous case

The video tutorial discusses the ambiguous case of side-side-angle in triangles, explaining how it can result in one, two, or no triangles. The teacher uses the law of sines to solve for a missing angle and demonstrates how to identify when no triangle exists due to an error domain. The tutorial also covers conditions under which one or two triangles can exist, emphasizing the importance of understanding these concepts in trigonometry and geometry.

What is the ambiguous case in triangle formation?

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Explain how the law of sines is used to find a missing angle in a triangle.

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What does it mean when the sine inverse of an answer results in an error domain?

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Describe the conditions under which no triangle can exist.

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How can you determine if two triangles exist based on the angles and sides?

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