differentiate Arccosh(x^2+1)*dy/dx if y=arcsinh(coth(x^2) plz

  1. differentiate Arccosh(x^2+1)*dy/dx if y=arcsinh(coth(x^2)plz showfull work i plead my brain is fried
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    2. am in trouble asked by am in trouble
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  2. plz help me differentiatearccosh(x/√3) i no that from inverse heyperbolic function cosh=(x±√(x²-1) but i still dont know
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  3. 1. differentiate cos(3/x)2. differentiate sin(4/x) 3. differentiate 3/{sin(3x+pi)} 4. differentiate pxsin(q/x)where p and q are
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  4. determine arcsinh(2+i) in form of a+bithanks
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  5. find all the value of arccosh^-1(5throot(-18)) express in form of x+jyplz show me how
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  6. integral of (dx/(coth^2(2x)*sinh^2(2x))help, thanksss
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  7. suppose tanh(x)=yexpress as a function of y coth (x)?
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    2. Anonymous asked by Anonymous
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  8. I am having trouble solving these. Could you explain how to do these 3 questions, step by step? That would be helpful!1.
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    2. Paige asked by Paige
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  9. If tanh x=4/5, find the values of the other hyperbolic functions at x.sinh x= cosh x= coth x= sech x= csch x=
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  10. Integral of dx/{(x+1)sqrt(x^2+4x+2)} is given as -arcsinh{(x+2)/(xsqrt3)}, but I am not getting it.?The hint given is 'Put
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    2. ms asked by ms
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