arcsin-ln-3-cot4-x-4-1-19-5-

Question Number 132107 by weltr last updated on 11/Feb/21

{(a r c s i n ∣ \ln^{3} (c o t 4 - x) ∣ + 4!)}^{\frac{1}{19}} = 5

Answered by Olaf last updated on 11/Feb/21

{(\arcsin ∣ \ln^{3} (\cot 4 - x) ∣ + 4!)}^{\frac{1}{19}} = 5

\arcsin ∣ \ln^{3} (\cot 4 - x) ∣ = 5^{19} - 24 > \frac{π}{2}

S_{R} = \emptyset

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