Why we take unit circle in trigonometry
The angle in the unit circle (measured in radians) gives the corresponding part of the circumference of the circle. Further, we can define cosine and sine using the circle as the

The angle in the unit circle (measured in radians) gives the corresponding part of the circumference of the circle. Further, we can define cosine and sine using the circle as the
By "unit circle", I mean a certain conceptual framework for many important trig facts and properties, NOT a big circle drawn on a sheet of paper that has angles labeled with degree
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Everyone is aware that square inscribed in unit circle and infinite product giving rise to $pi$. One of the simplest way to represent $pi$ with the help of nested radical as follows $$pi
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The cosine and sine functions are defined on the unit circle. The reason for this is that when working with similar triangles you often want to figure out their relative scaling and the
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