loga sin (V)|] dz

Q: sec (In x)dx

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Q: Use logarithmic differentiation to find the first derivative. Enter your answer without fractional…

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Q: sin x cos“x tan® x dy Given that y = find using dx logarithmic differentiation. dy dx ||

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Q: e sinh 2x dx

A: The given integral,       ∫e-xsinh(2x) dx

Q: Solve using implicit differentiation.  e^3x/ e^2y = sin y

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Q: Use logarithmic function to find dy/dx, if y=(x^2+5)^sin (2x)

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Q: Find F'(x) if F(x)= e^(-x^2) * x^(sin(x^3)) Use logarithmic differentiation

A: topic - logarithmic differentiation

Q: dy Use implicit differentiation/logarithm to find dx 4. sin(x+y) = xy + 5

A: We will use implicit differentiation to find the required value.

Q: -3 sec-(VI) y = 4"(log, r)sech z

A: Given y=-3sec-1x4xlog2xsechx To find dydx

Q: Find the indicated derivative and simplify. [3x log x³] dx [3x log x³] = dx (Type an exact answer.)

A: I am going to solve the problem by using some simple calculus to get the required result of the…

Q: Find the indicated derivative and simplify. [6x log x°] dx [6x log x ]= 125 dx (Type an exact…

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Q: dy/dx using the method of logarithmic differentiation.

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Q: y=sinh (ln x).

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Q: 1. a) Use Logarithmic differentiation to take derivative of (x3 + 1)4 sin? x y = f(x) =

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Q: Find dy/dx by logarithmic differentiation. 62 +1 sin (6²) 1–62 f (8) = elatan"(20)

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Q: e3* sin x dx.

A: Given that the integral is ∫e3xsinxdx. It is required to find the value of the integral. It is known…

Q: se*cosx dx e-sinx

A: Let sinx = u then cosxdx = du

Q: a) Use Logarithmic differentiation to take derivative of y = f(x) = (x)ª cos² x (x3+1)3

A: We use Logarithmic properties

Q: Using Logarithmic Differentiation, find given that dx dy -3 sec-(VT) y = 4* (log, x)sech x

A: This question can be solved using properties of logarithm.

Q: Use logarithmic differentiation to find: y=(ln x)ln x, x>1

A: Given,

Q: Y sinh(1) (use logarithmic differentiation) 3 (sec x)²/2[/cot-¹x]

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Q: 4. Use logarithmic differentiation to find the derivative of each function a) y = x?r-1 b) y = (cos…

A: A):  y=x2x-1Taking log on both sideslog(y)=(2x-1)log(x)differentiating both…

Q: Use logarithmic differentiation to find the derivativeof the function.

A: Given,  y=x3+14 sin2xx1/3 Formula: ln(ab)=bln(a)               ln(ab)=ln(a)+ln(b)…

Q: 5. (i). Find the dx for the function y = (tanx)secx* using logarithmic differentiation.

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Q: 1. [e-2x sin 2x dx

A: As per the instruction, we will be answering only the first one. For (1),      ∫…

Q: Find the slope of the tangent line to the exponential function at the point  (0, 1). y = ex/3

A: Slope of tangent line is derivative of the given function at that point.

Q: [sinh(x)(x² + 7*)] dx a.

A: As per our guidelines we are supposed to answer only one question i.e. the first question. For the…

Q: 3+ cos(log, x) xp- x sin?(log, x)

A: Given I=∫3+cos(log4x)x sin2(log4x)dx Let assume log4x=t ⇒1x ln 4dx=dt⇒dxx=ln 4 dt

Q: dx sinh3x tanh3x S

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Q: d Find of tollowing functions. faa)= sin" (3%) "(3*) + loga (3²+2X-4)

A: Given: f(x)=sin-13x+log232+2x-4 we have to find the derivative of the given function. Use The Chain…

Q: Find DO NOT SIMPLIFY YOUR ANSWERS. dx 1. log 1093/1 √√√2x² 2x² + y) + tan(x² − ñ³) = sin¯¹(x² − 1) +…

A: Given expression log32x23+y+tanxπ-πy=sin-1x2-1+π2. The objective is to find dydx. The chain rule of…

Q: Find dx 1- y = log (Sin x )- Cot - Vx 3 2. y = log( vx) = tan(x - y) 3- x Sec -x = y? log (sec x) 4-…

A: "Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: Seax sinh ax dx ах

A: Given integral is  ∫eax·sinhax dx To evaluate the value of given integration, we will use the…

Q: y= log, sinx

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Q: Step 2 Solve the new integral using the General Log Rule. Then, back-substitute x into the equation.…

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Q: (cosh ' []] 1s dz

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Q: 33. — Зх e - 3x sin 5x dx

A: Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: ecot ha dx sinh x cosh x + e sinh2 x

A: In this question, we need to evaluate the given integral.

Q: [(csc 2x log tan x) + (sin 3x cos 3x)]dx

A: Given  The integration is ∫-π6π4csc(2xlog(tan x) +(sin 3x cos 3x)  dx

Q: cosh(2x) = cosh?(x) + sinh² (x).

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Q: 1- Y= sin( coshx log2 2 ) 2-Y= sinx.coshx. log2 2 3 - y = In Vx. sin x

A: Apologize  that we are permit to do first question of the multiple questions but still I am doing it…

Q: tan (log x) 2 dx 2 x(1+log*x)

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Q: Use logarithmic differentiation to find y′, given y = e2x xx √(x3 + sinh(3x))

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Q: Se-Ax .sinh(2x) dx

A: We know, sinh(x)=ex-e-x2

Q: (b) Using logarithmic differentiation, find y if y =r' 5* cosh" 4r.

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Q: 3. C = cosh-1{sin¬1[tan log (3 – j8)]}

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Q: 2. Use logarithmic differentiation to find y', given y = e2". x* Vx3 + sinh 3x.

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Q: sin x cos? x tan x dy Given that Y find using dx logarithmic differentiation.

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