Applying the law of sines when no triangle exists

The video tutorial explains how to use ratios and proportions to apply the law of sines. It demonstrates the process of cross multiplication to solve proportions and calculate the sine of an angle using a calculator. The tutorial also discusses the limitations of the inverse sine function and concludes that a triangle with given dimensions cannot exist due to geometric constraints.

Describe the relationship between the size of an angle and the length of its opposite side in a triangle.

Why is it stated that no triangle exists with the given angles and side lengths?