Find dy/dx. Y = cos (cos x). A sin(cos x) sinx sin x cos x sin x B.

Q: c) dx E (sin cos) dt

A: We find ddx ∫xπ/2   sint2   cost3 dt

Q: Given arccot(sin(2x + y)) + arctan(cos(2x + y)) = 0, solve for dx %3D dy

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Q: dy for y dx defined implicitly by the equation tan(x²y*) = 3x + y? 1. Find

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Q: dy Find dx from the equation y = sin[cos xy].

A: Explanation of the answer is as follows

Q: 3) eYsinx dx = cos?x dy 4) y' + (÷) y = xy?

A: First question we can easily solve using veriable separable method. Second question we can use from…

Q: Find dy/dx for the following functions i)x=3 cos t-2cos3t ii)y=3 sin t -2 sin3t

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Q: Find for the following function: dx 1- y = sin-1 V2x + 3 2- y = 3cot(cosx) 3- v = r?y at r = 1

A: AS PER GUIDELINE WE HAVE TO SOLVE THREE SUBPARTS

Q: dy Find dx for the following function. y = 7 sin x+5 cos x

A: on differentiation with respect to x we get

Q: j) S (2 cos a – e) dx

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Q: Find dy/dx for the following : 1) y = x + sin x² + sin-1 5x

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

Q: Given that y = sin (t) and x cos²(4t*), hence find dx dy

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Q: d'y dy tion dx? + sin x = 0 is + y- dx

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Q: slove the DE cos x dx/dy +ysinx =sinx cosx

A: r(x) = y'(cos x)  +y(sinx) =sinx cosx   The complementary equation Put r(x) = 0  is (cos x)y' + (sin…

Q: Use this equation to find dy/dx. 5y cos(x) = x2 + y2 %3D dy dx %3D

A: We have, Here, we'll take derivative on both side and then isolate the dy/dx.   It is known that,

Q: Given: x = 0 – sin 0; y = 1– cos 0 d'y Find: dx?

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Q: Find dz/dx if z is implicitly given by the equation ze-y = sin(ryz).

A: Given, zex-y=sinxyz It is simplified as follows: Differentiate both sides with respect to x and…

Q: Find dy/dx for the following functions i)x=3 cos t-2cos3t ii)y=3 sin t-2 sin3t

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Q: Y= cos? (InX+e*)

A: Given that y=cos2ln x+e2x find dydx

Q: dy dx x+ y cos x 1+ sin x

A: The given differential equation is                                            dydx=-x+y cosx1+sinx

Q: dy for y = 3 sin-(x²). J. Find dx

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Q: S V sin(y) × cos*(y)dx × cos° 3 х COS

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Q: A. Find dy dx 9. sin y = In(x + y)

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Q: Find dy/dx given that y = sin(cos(x))

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Q: dy If x = a (0 – sin 0), y= a (1– cos 0), then find dx |

A: Introduction :

Q: _y=e*sin(x)

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Q: cinxo ) 2X. dy dx Find for y= cos ( Inx + e

A: We have to find the derivative.

Q: Find dx for the following function. y = 3 sin x+ 2 cos x

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Q: sin(x+y)=xy  what is dy/dx?

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Q: 4. Find d2y/dx? for the following functions: a) y = sin x2 cos 2x b) y = cos (sec? 3x)

A: Given that  a)y=sinx2cos2x b)y=cos4sec23x find d2ydx2

Q: dz res find z= sin dx'

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Q: w= Cos (x+y) + Sin (X-4) Show that dy?

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Q: Find for the following function. dx y = 3 cos x sin x dx II

A: Take derivative on both sides Take the constant 3 out from the function ,

Q: (e) /s sin (x) cos (x) dx

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Q: dy Find dx for y = 14x +5 coS x. d(14x+5 cos x)%3D

A: Formulas:1. ddxxn = nxn-12. ddxcosx = -sinx

Q: dy Find dx y = = 5x° sin x coS X

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Q: Use this equation to find dy/dx. 4y cos(x) = x² + y2

A: We will differentiate  equation with respect to X.

Q: find dy/dx and dy/dx2, if : x = a(cosθ + θsinθ) and  y = a(sinθ - θcosθ)

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Q: The appropriate change of variables for the dx is Vx²-4 x=2 cosØ O x=2 sec Ø O x=2tan Ø O x=2 sineØ

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Q: find  dy/dx by the implicit differenation, sin(xy) = cos(x+y)

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Q: e^(x)cos(y)=1+sin(xy) dy/dx?

A: To differentiate :

Q: dy dx sin (a +y) (a is not multiple of x ) sina

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Q: Find dy/dx by implicit differentiation. (sin ?x + cos ?y)8 = 12

A: (sinx + cosy)8= 12 To find dydx by implicit differentiation.

Q: dy If x = 3 sin t and y = 2 cos"t, then find at /= dx Oa0.76 Ob.0.86 OC 0.67 Od.0.56

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Q: Use this equation to find dy/dx. 8y cos(x) = x2 + y2 dy dx II

A: Given  8y cos(x)=x2+y2We find dydx

Q: dy Find for the following functions dx x² + /siny – y² = 1

A: The objective is to find the derivative of the given function.

Q: Find dy/dx of the following: a. y=sinh-5x b. y=sinh-e* c. y = cosh¹ √√x

A: To find dydx for the given y.

Q: dy If x = t? cos? 3t y = 3 sin 3t find dx

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Q: dy dx sin (a+y) (a is not multiple of x ) sina

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Q: Assuming y is a function of x, find dy/dx for 5x sec(y) – 3y sin(xy) =e^(5xy)

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