Find for the following function: dx 1- y = sin-1 V2x + 3 2- y = 3cot(cosx) 3- y = x*y at x = 1

Q: Find dy/dx by implicit differentiation   Cos(xy)  = 1  +Sin y

A: Differentiate both sides with respect to x. Using product rule and chain rule.

Q: Let y = tan(4x + 6). Find the differential dy when x = 3 and dx 0.1 %3D Find the differential dy…

A: Explanation is given below...

Q: dy Use implicit differentiation to find dx 46 x° + sin y=x y ..... x* (4y8-5x) cos (y)-6yx dy dx

A: Your written answer is correct!   Given expression is x5 + sin(y) = x4y6

Q: dy B) Find for all the following dx 1) y = sin-13x 2) y = In(5x) 3) y = Vtanhx

A: Solution: As per our guideline we are supposed to answer only first three question please repost…

Q: find dy/dx. y = cos x/1 + sin x

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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: Find dy/dx by implicit differentiation   y Cos x = x2 +y2

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Q: Find dy/dx by implicit differentiation. xey = cos(x2 + y2) + sin(xy)

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Q: y = x * (sin 1x)² – 2x + 2v1-x² * (sin-1x), Find dy dx

A: Given that equation of y and we find dy/dx. We know that d(sin-1x)/dx = 1/√1-x2. And d(xn)/dx =…

Q: dy sin(2x) Find for y || dx /3 – x2 dy dx II

A: Doing the proboem by obtaining the derivative.

Q: Find a result by using exact for (sinxcosy)dx = -(cosxsiny)dy = 0 b. (x-6xy + y² + 10)dy = -(x² -…

A: I am attaching image so that you understand each and every step.

Q: dy at the given point. dx Calculate sin² (–5y) = x + y, - %3D 4

A: Given equation sin2(-5y)=x+y and point 2-π4,π4 The objective is to calculatedydx at the point.

Q: solve the IVP x(1-siny)dy=(cosx-cosy-y)dx y(π/2) =0

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Q: Find dy/dx for following functions. 1) y = csc-(e2lnx) + sin-1(2lnv3x)

A: it is given that,  y=csc-1e2lnx2+sin-1(2ln3x) we have to find dydx=?

Q: Find dy dx 21) tan y = eX + In 4x eX + 4 A) - sin² y хeх + 4 B) - xcot y

A: Given;  tany=ex+ln(4x).

Q: Integrate the function. 8 dx V36 - 64x2 X+ C sin-1 + C -1 + C D 4 tan-1 3. B

A: Given:       ∫836-64x2dx  substitute u=4x3→dudx=43                   dx=34du         =∫636-36u2du…

Q: Find dy/dx using implicit differentiation a. siny2+cosx2=1 b. y+x2+e3xy2=y2

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Q: sin x dy Given: y = Compute for dx 1-2 cos x

A: The given function is y=sin x1-2 cos x

Q: Find dy/dx by implic differatiation. c)sin(xy)=cos(x+y)

A: to find dydx of  sin(xy)=cos(x+y)

Q: Find dy/dx of y=sin-!x+cos -!x dy/dx is Blank 1.

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Q: )Find dy using implicit differentiation for sin (y)+ 6ex = y2 with respect to dx

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Q: find dy/dx where y=sin^3x+cos^6x

A: Given:

Q: Find for the following function: dx 1- y = sin-1 2x + 3

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Q: Find dy/dx of y = sin(x)tan(x)

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Q: dy Find for dx 3) y = In(vx2 + 1+x) sin¯1x X.

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Q: Find dy for y = ln dx ² cosx %3D sec x

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Q: dy Find at x=0: dx y = (In(cos "x*) -1 COS sinh x %3D

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Q: dy Find dx 1-4x V1+4x (a) y= cos'(sinx) (b) y = = arctan

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Q: Find dy/dx by implicit differentiation cos(x) sin(y) = x2 − 3y

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Q: Find dy/dx for following functions. 1) y = csc-(e2inx?) + sin-1(2lnv3x)

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Q: ■ Find dy /dx  by implicit differentiation 4 cos x sin y =1

A: To find dy/dx

Q: Find dy/dx by implicit differentiation. (cos TX + sin ny)8 = 26 sin (7)x cos(7)y dy/dx =

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Q: Find dy/dx for y = cos-1 x.

A: Given function is: y=cos-1x Then we get, x=cos y

Q: Find dy dx by implicit differentiation. cos(xy) = sin(x + y)

A: some equations in x and y do not explicitly define y as a function x and cannot be easily…

Q: dy Y - sin sin-* = 0 ソーx || dx 3.

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Q: Find dy/dx by implicit differentiation. cos(xy) = 1 + sin(y)

A: Given that: The implicit function is cos (x y ) = 1 + sin (y).

Q: Find dy/dx by implicit differentiation   x Sin y +y sin x = 1

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Q: Find dy/dx by implicit differentiation. 9 cos(x) sin(y) = 6 y' =||

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Q: Find dy/dx by implicit differentiation. (sin mx + cos my)4 = 74 dy/dx=

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Q: Q2- Find for the following functions :- dx 1- y = (Inx)/tnx 2- y = x cos-1 x - v1-x² +sin-1x

A: We have to find dydx for the following functions... 1. y=lnx1lnx2. y=xcos-1x-1-x2+sin-1x

Q: Find dy dx for sin(xy) + y³ = x² + 1 and use it to find the equation of the tangent line at the…

A: use differentiation for finding the equation of tangent line.

Q: Find dy of the function y = cos2 3X + √√Sin x dx

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Q: Find dy/dx by implicit differentiation. y cos(x) = 3x2 + 5y2 %D y' = II

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Q: Find dy/dx by implicit differentiation y cos x = 2x? + 5y2

A: Given,           ycosx=2x2+5y2

Q: Find dy/dx by  implicit differentiation for: Sin(x+y)=y^2cos x ANd  Sec(xy)+e^y=3x-4

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Q: Find for the following function: dx 1- y = sin-1 V2x + 3

A: See the attachment

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 for the function y= cos² 3X+ VSin x dx

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