Question: hyperbolic trig identites Suppose y = sinh x. Then 1 Oy = sinh x O arcsinh(y) = Ox = sinh(y) Part 2 of 3 Using

 hyperbolic trig identites Suppose y = sinh x. Then 1 Oy= sinh x O arcsinh(y) = Ox = sinh(y) Part 2 of3 Using implicit differentiation, dy (Enter your answer in terms of y)Paireach inverse hyperbolic function with its derivative. - tanh a. for a> 1 coth 1 - 2-2 1 - V sech - 1b. V1 + x2 sinh v cosh ac C. -. ac V1

hyperbolic trig identites

+ 22 - VI csch 1 d. 2 - 1 1 e.- for aimage text in transcribedimage text in transcribedimage text in transcribedimage text in transcribed

Suppose y = sinh x. Then 1 Oy = sinh x O arcsinh(y) = Ox = sinh(y) Part 2 of 3 Using implicit differentiation, dy (Enter your answer in terms of y)Pair each inverse hyperbolic function with its derivative. - tanh a. for a > 1 coth 1 - 2-2 1 - V sech - 1 b. V1 + x2 sinh v cosh ac C. -. ac V1 + 22 - VI csch 1 d. 2 - 1 1 e. - for a

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