Find y' if y = ln|Arcsin e<sup>x</sup>|. {A} \frac{e<sup>x</sup>}{\sqrt{e<sup>2x</sup> - 1}[\text{Arcsin } e<sup>x</sup>]} {B} \frac{e<sup>x</sup>}{\sqrt{e<sup>2x</sup> - 1}} {C} \frac{e<sup>x</sup>}{\text{Arcsin } e<sup>x</sup>} {D} \frac{e<sup>x</sup>}{1 + \text{Arcsin } e<sup>x</sup>}
Added by Kyle O.
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Start with the given equation: y = √(Arcsin(e) * |{A [Va- Arcsin(e) * {8 ee {c } Arcsin(e) * {0 } 1+Arcsin(€) Show more…
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