Y = Tan^1x Prove That Yn = (-1)^(n-1)! Sin n(𝞹/2 - y) Sin^n (𝞹/2 - y)
In This math tutorial we will see that if Y = Tan^1x or tan inverse
x then we have to prove that
Yn = (-1)^(n-1)! Sin n(𝞹/2 - y) Sin^n (𝞹/2 - y)
we will solve this question with successive differentiation method to find nth derivatives of Y = Tan^1x and to prove Yn = (-1)^(n-1)! Sin n(𝞹/2 - y) Sin^n (𝞹/2 - y).
A complete solution is given below:
To visit series of solved nth derivatives of functions (Please click me)
watch video solutions here (Please Click Me)
Yn = (-1)^(n-1)! Sin n(𝞹/2 - y) Sin^n (𝞹/2 - y)
we will solve this question with successive differentiation method to find nth derivatives of Y = Tan^1x and to prove Yn = (-1)^(n-1)! Sin n(𝞹/2 - y) Sin^n (𝞹/2 - y).
A complete solution is given below:
To visit series of solved nth derivatives of functions (Please click me)
watch video solutions here (Please Click Me)
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