differntiate y= (lnx)^(cosx)^(sinx)

Q: sinh³ (x) cosh (x) dx =

A: we have to evaluate the integral ∫sinh3x cosh8xdx use the formulas,…

Q: Find the first and second derivatives.  f(x) = ln(5x+1)  Please explain and show how to do this…

A:

Q: EX / Show that cosh x-sinhx=1

A:

Q: What is the derivative of (3x^2tanh(sin4x))

A:

Q: Evaluate S sinh x cosh x dx by introducing u-sinh x

A: Given that: ∫sinhx.coshx.dx

Q: Verify Eq. (2): cosh2 x - sinh2 x = l.

A: To verify Eq. (2): cosh2 x - sinh2 x = l.

Q: Find the derivative of ƒ (x) = 8ª ln (x).

A:

Q: Integrate (sinx + cos^2x)^3 dx

A: To evaluate: ∫sinx + cos2x3dx Let I = ∫sinx + cos2x3dx ⇒I =…

Q: Integrate: S tan (æ) sec³(x)dx

A:

Q: Integrate O sinh 2x dx

A:

Q: What is the 28th derivative of sinx? A -cosx B none of the given choices © sinx (D cosx E -sinx

A:

Q: Differentiate  y=sin(ln(5x2-2x))

A:

Q: 2X Y=ln (3") +sec (Inx)+tan (ln5x)

A: We will differentiate the function and simplify.   The detailed solution is as follows below:

Q: Use logarithmic differentiation or an alternative method to find the derivative of the function. y =…

A: Take log then differentiate

Q: Differentiate with respect to the independent variable: y=tan[ln(3x2+5)]

A:

Q: 1) [(sinh 2x + cosh2x)° dx

A:

Q: Integrate tan -1 x dx without using integration by parts.

A: We will find the solution in the following step.

Q: In(cos(x)) cos(In(x)) Find the derivative of

A: Quotient Rule of differentiation: ddxuv=vdudx-udvdxv2

Q: Evaluate sin (3x) dx using integration by parts / Tabular Method.

A:

Q: find the second derivative and simplify the final result 9. xArctanx - ln (square root of x^2 + 1)…

A: y=x tan-1x-lnx2+1

Q: What is the derivative of ln(sin x + cos x)

A: Consider the given function:

Q: integral of tan3xsec^4(3x) dx

A:

Q: Verify Eq. (2): cosh 2 x - sinh2 x = l.

A:

Q: Is it true that the derivative of y=arcsin(cos2x) is -2?

A: The function is y=arcsincos2x.   Differentiate the function with respect to x.…

Q: : Find value of x if :- 2 sinh (2x) - 4 cosh (2x) = - 4

A:

Q: Find ∫cosh 2x sinh2 2x dx.

A: To find the value of the integral∫cosh2xsinh22xdx

Q: ntegrate: (In(2x) dx

A:

Q: How do you use implicit differentiation to solve:  tanxy=x+y   at point (0,0)

A: The given expression is,

Q: 3- - 플 플 sin²cyl y จน

A:

Q: Find:  ∫cosh^4 (x) sinh^5 (x) dx.

A:

Q: Explain graphically why there is no solution to cosh x = sinh x

A: cosh x = sinh x. We need to explain graphically why there is no solution to the given equation.

Q: Find* esin ¤ dx tan x csc x cos x e $in xt. - cos x e Sin x + c Option 4 Option 2 esinx + c ,sin.…

A:

Q: Explain how the Second Derivative Test is used.

A: The second derivative may be used to determine local extrema of a function under certain conditions.…

Q: what is -sinh(x) equal when x = 0

A: We know that   sinh(x)=ex-e-x2 Then -sinh(x)=-ex-e-x2 now substituting x=0 in the above equation…

Q: What is the derivative of ln(sec(7x) + tan(7x))?

A: Let y = ln(sec(7x) + tan(7x)).Calculation:Obtain the derivatite of y as follows.

Q: Integrate f sinh 2x dx

A: In this question we have to find Integration.

Q: What is the inverse process of determining a function whose derivative is known?

A: The inverse process of determining a function whose derivative is known is called

Q: Integrate: cos Gx) – sinh(2x)]g

A: As per our guidelines only one question can be answered.Please repost the next part in next…

Q: Illustrate the Derivative of Cosecant Function ?

A: Illustrate the Derivative of the Cosecant Function?

Q: What is the derivative of 2x/sin(2x)?

A:

Q: calculate the integral.

A:

Q: find derivative y=sinx+cosx

A: The given function is,

Q: Explain how to find ∫ tan15 x dx without actually integrating.

A: ∫tan15x dx=∫tan13x tan2x dx=∫tan13x sec2x-1 dx   ∵sec2x-tan2x=1=∫tan13x sec2x-tan13x dx=∫tan13x…

Q: 2 cosh x+sinhx

A:

Q: Integrate sinh2xcosh3xdx

A: Given : ∫sinh2xcosh3xdx

Q: Find the derivative. Simplify where possible. g(x) =   cosh (   ln x )

A: Given: gx=coshlnx

Q: What is the derivative of: y = x√arcsin x

A:

Q: What is difference between the derivative of log(sin(x)) and the derivative of ln(sin(x))?

A: The difference between ln and log is the base of ln is e and the base of log is 10

Q: Se Sin (3x) dx by Improper htegrations.

A: use improper integral