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$y = \tan^{-1} \frac{x}{2}$ \newline then the derivative of y is 

          $y = \tan^{-1} \frac{x}{2}$ \newline then the derivative of y is
y = tan^-1(x)/(2) then the derivative of y is

Added by Daniel I.

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Calculus: Early Transcendentals
Calculus: Early Transcendentals
James Stewart 8th Edition
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y=tan^(-1)(x)/(2) then the derivative of y is y = tan-i 112 then the derivative of y is
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Transcript

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00:01 Hi, so let's understand this question.
00:02 So in the question we have to find the derivative of the value which is given as y is equal to 12.
00:09 So it can be written as y.
00:13 This is equal to 12 x degrees and from this we also know that we know that d by d x into x raised to the power n which is equal to n x raised to the power x minus 1 so after this we will write it as dy by d x this is equal to 12 into 0 into x into x and this will be 0 minus 1 and this is not x this is n n minus 1 so 0 minus 1 and from here while putting the values in the derivative to find the derivative of y is equal to 12 so we have 12 into 0 into x raised to the power 0 minus 1 so 0 into something is 0 so 12 into this is going to be 0 so we will write it as d y by d x this is equal to 0...
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