Question

f(x)=logbase5(X^2+1)^1/2+tan^-1(e^x) ;Dx f(x)

Answer 1

\[\huge \log_5 (x^2+1)^{\left(\frac{1}{2}+\tan^{-e^x}\right)}\]

Answer 2

@Euler271

Answer 3

lol are you sure this is it?

Answer 4

Oh did I miss the "-1" sign? I guess that would make it tan inverse?

Answer 5

i think so. and it might be a sum of two terms. so [log(stuff)^1/2] + tan^(-1)(e^x)

Answer 6

Oh true..

Answer 7

\[\large \log_5 (x^2+1)^{\frac12}+\tan^{-1}(e^x)\]

Answer 8

can't be solved with algebra

Answer 9

Alien math! Haha just kiddin.