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" 46."d/dx(log|log x|.)=...

" 46."d/dx(log|log x|.)=

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d/(dx) log(logx) = ?

d/(dx) log(logx) = ?

d/(dx) [log(logx)] =

d/(dx) [log(logx)] =

d/dx(log tanx) =

(d)/(dx)(log e^(x)*log x)

The differentiation of (log)_a x (a >0) with respect to x i.e. d/(dx)((log)_a x)= 1/(x(log)_e a)

(d)/(dx)(log*sin x)

(d)/(dx)(log tan x)

Write the value of (d)/(dx)(log|x|)