a965 By computing the first few derivatives and looking for a pattern, find (cos x). 965 dx .....

Q: ind the derivatives of the follo

A: As per the bartleby guidelines for more than the one question only first question has to be solved.…

Q: Find the second order derivatives of the function cos3x

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Q: find two possible functions ff given the second- or third-order derivatives f'''(x)=cosx

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Q: Q5:- Find the first order derivative of each of the following functions: a) y = esin-ix + In (cosx)

A: Given: y=esin-1x+ln(cos-1x) We know that ,  1. ddxex=ex 2. ddxlnx=1x 3. ddxsin-1x=11-x2 4.…

Q: II. Find the derivative of the following: a-x 7. y Arcsin + Aresinx 8. y =

A: We have to calculate the derivative of the following...

Q: (c) Find the derivative of nh (cosu). Where n is 482

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Q: Calculate the following derivative: d а.) dx (In(tan(2x)) + 3sinx)

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Q: Compute the derivative cos(sin(e7))

A: cos(sin(e7)) We need to find the derivative of the given function.

Q: -X sinh 1+x

A: This is the hyperbolic function.  We will find the derivative of the problem.  We know,  d/dx…

Q: Find the derivatives of the function defined as follows.

A: Differentiation of the given function can be done with the help of differentiation formulas.…

Q: Q6/Find the following of derivatives (1) sec(sin2x) (2) (10e*) (3)In(x + x* + 1)

A: We need to find the derivative of given functions. For this we can proceed as following:

Q: Find the second order derivatives of the following functions Ax) (i)cos³x (i)sin x 3.

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Q: Find the given derivative by finding the first few derivatives and observing the pattern that…

A: Find the given derivative by finding the first few derivatives and observing the pattern that…

Q: Find the derivatives of the functions tan, cotan, sec, and cosec.

A: We know that (sin x)' = cos x(cos x)' = -sin x We will use the formulas uv' = vu'-uv'v2 Consider tan…

Q: Find the derivative of ?(?) = 12 cos ?.

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Q: Compute the following derivatives. Show in at least THREE steps how the chain rule or the outside-…

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Q: 61. By computing the first few derivatives find the following derivatives. and looking for a…

A: Going by this, it is seen that the function returns back to its original form after every 4th…

Q: Find the derivatives of the functions r = 2θ√cos θ

A: Given: r=2 θ cosθ To determine: drdθ

Q: What is the derivative of cos2t

A: Formulas used

Q: Find the derivative of k(a)=sin^2a(cos^8a) k′(a)=

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Q: Find the derivative of each of the following a) f(x) = [1+cos (7x)]³ %3D

A: Since you have asked multiple questions in a single request, we would be answering only the first…

Q: esin 2x [In (cos 2x)]?

A: Given: fx=esin2xlncos2x2   As we know that; The Quotient rule: fg'=f'·g-g'·fg2 The Chain rule:…

Q: cos(x) ||

A: If the two functions f(x) and g(x) are differentiable (i.e. the derivative exist) then the quotient…

Q: Find the following derivative. (4* + 8) In x) dx

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Q: y= Arccos(e2x)

A: Given: y=arccose2x To Find: The second derivative y'' of the given function and to simplify the…

Q: 28) y = tan² 2 29) y = In ln x 30) y = (x In æ)²

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Q: 5) Find the derivative of h(e) = tan 50.

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Q: By computing the first few derivatives and looking for a pattern, find d999 (cosx). dx 999

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Q: Find the first derivative dy/dx of the following. Simplify.

A: Given:                     ex+ey=exy   To determine:                First derivative of the given…

Q: Determine the second derivative of H(t)=cos?(7t)

A:

Q: Find the derivatives of the functions s = cos4 (1 - 2t)

A: Given: st=cos41-2t we know that ddxxn=nxn-1…

Q: COS te

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Q: Find the derivatives of the functions r = sin (θ2) cos (2θ)

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Q: find the derivatives of the following tunctions b) gix) Sinlx)

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Q: cosx sin x +cosX

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Q: Find the given derivative by finding the first few derivatives and observing the pattern that occurs…

A: Please see the explanation below

Q: 7. y = cos(sin(In(æ))

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Q: y = In[cos? (3x)]

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Q: sinh x 1+ cosh x

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Q: Find the derivative of the function below.   r-sin (theta^9)cos(9*theta)   dr/dtheta=

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Q: Find the following derivatives of the following function f(x) from the principal sin2x

A: We have to find the derivatives of the function from first principal: fx=sin 2x We know derivatives…

Q: Find the derivatives of the function r = (csc θ + cot θ)-1

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Q: By computing the first few derivatives and looking for a pattern, find g978 (sin x). dx 978 d978…

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Q: 2x Sin 1+x?

A: Evaluate the derivative of the given function as follows.…

Q: Find the derivative of the function. 6ew 7w dr dw

A: