Solution :
The value of Cot 0 degrees is equal to \(\infty\) or not defined.
Proof :
\(\angle\) A is made smaller and smaller in the right \(\Delta\) ABC till it becomes zero. As \(\angle\) A gets smaller and smaller the length of the side BC decreases. The point C gets closer to the point B and finally when \(\angle\) A becomes very close to 0 degrees, AC becomes almost the same as AB, and BC gets very close to 0.
By using trigonometric formula,
Cot A = \(base\over perpendicular\) = \(b\over p\)
Cot A = \(AB\over BC\) = \(AB\over 0\) = \(1\over 0\), which is not defined.
Hence, \(cot 0^{\circ}\) = \(\infty\) or not defined.
