cot^-1(x) = tan^-1(1/x) | arccot x = arctan(1/x)
In this video, we will learn how to prove the trigonometry identity inverse of cotangent of x is equal to inverse of tangent of 1 upon x. It can also be said as to prove arccotangent of x is equal to arctangent of 1 upon x. As inverse of cotangent is also known as arccotangent and inverse of tangent is also known as arctangent.
Other topics of video are:
Proof of arccot x = arctan(1/x)
To prove arccot x = arctan(1/x)
How to prove arccot x = arctan(1/x)?
Proof of cot^-1(x) = tan^-1(1/x)
To prove cot^-1(x) = tan^-1(1/x)
How to prove cot^-1(x) = tan^-1(1/x)?
Proof of arccot(x) = arctan(1/x)
To prove arccot(x) = arctan(1/x)
How to prove arccot(x) = arctan(1/x)?
#arctan #arccot #tangent #cotangent
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