find dy of X sin 2y =YCO52X

Q: Suppose that y = 4 cos² t , x = v3 sin(2t) and 0 < t<a. Then dt2

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Q: The linear approximation at x 0 to sin(2x) is A + Bx

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Q: find dy/dx y = cos(etan 3x)

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Q: 7. Find the dy/dx of * y = In sin 5x

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Q: integrate t2 sin(2t) dt from 0 to 8pi

A: We will  Integrate by parts using the formula:              ∫u v dx = u∫v dx −∫u' (∫v dx) dx.

Q: cos² (6y) + sin²(6y) = y + 12.

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Q: Q3) Find dy/dx if 1- y= In x 2- y=x sinx+1-x

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Q: find dy.y = sin (5sqrt(x))

A: Given y=sin5x. To find dy. Solution: We have y=sin5x. Chain rule of differentiation states that:…

Q: find dy/dx by implicit differentiation. 3cos(8x)sin(7y)=8

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Q: Find dy/dx for x*+siny = x'y

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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: 3. Find d²y/dx² of y= x cos (5x) – sin² x/ |

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Q: find dy/dx if y = sin-1(1/x)

A: Here given as

Q: find dy / dx if y2 - x2 - sin xy = 0.

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Q: z = sin(6x) sin(5y) az az dy II

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

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Q: Find dy/dx, where xsiny +ysinx=1.

A: Given - xsiny+ysinx=1 To find dydx Here we will use the following formulas- ddx(uv)=udvdx+vdudx…

Q: Find dy/dx 1. sin^−1(xy) = cos^−1(x − y) 2. sec^−1(2y cos x) = x^y

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Q: 1. еat sin mx dx 0. 8.

A: Given data: The given integral is I=∫0∞eatsin mxdx. The given integral can be written as,…

Q: Find dy/dx for y = 3[(sin-(e-3x*))2

A: Given,          y=3sin-1e-3x22

Q: Find dy/dx of y=sin-(1/,). 9x-

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Q: 1od of undc cients, obtain the general y" – 2y' – 3y = 2 sinx

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Q: find dy/dx (sin2x)x

A: Explanation of the answer is as follows

Q: 2. sin3x dx + 2y cos 3x dy = 0

A: Given equation - sin(3x)dx+2ycos33xdy = 02ycos33xdy =-sin3xdxydy =-sin3x2cos33xdx             Taking…

Q: 1) ſ y³ sin(2y) dy

A: As per our guidelines we are supposed to answer one question , kindly repost the remaining questions…

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

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

A: Given:

Q: Find dy/dx if y= cos-1 In(x+1)

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Q: Find ds/dt if 3t + 3s sin(3t) + 3cos(t) %3D

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

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Q: dz Find dy x sin(2y – 5z) =1+y cos(6zx)

A: Given x2sin2y-5z=1+ycos6zx. To find ∂z∂y.

Q: Q) - Find of y = sin de dy ! -11

A: Siny = 1/x.

Q: Find dy/dx of sin(x + y) = xy^2 − 2x^3

A: Differentiating using chain rule of differentiation

Q: find dy/dx if(cosx)y=(siny)x

A: Given: -

Q: -Tsin(nx)cosh(3y) dx + 3cos(7x)sinh(3y) dy =0

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Q: find dy. y = sin (5√x)

A: The given function is y=sin5x.

Q: 8. Find dy/dx- y = sin (1 + x^2/1-x^2)

A: I have stated the used formulas in the solution

Q: Find dy dx : y = arctan 2+1 x-1 at x = 1

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Q: find dy dx ² +F y = 3 casch + Cosa 3 and x = Sin²³ o

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Q: 7)(x+tan y) dy sin 2y dx

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Q: dy of y = sin(3x² + 5x – 4) * In(e*) is dx

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

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Q: Find dy/dx.   e4x=sin(x+3y) dy/dx=

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Q: b) Find if e Vt2 +5 dt + siny = x- xcosy rsinx ycscx

A: According to Leibniz' rule:

Q: dy 1. sin 2ycos2y

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Q: find dy/dx 19) y=Sin" (5x' ) 24) y= Sin 2x.Cos2x 42) y = sinh (tan x)

A: These problems can be solved by the application of Chain rule.

Q: Q10.a) Find rsinx if tnx Jt +5 dt + siny = x – x²cosy

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Q: Find dy/dx of sin^2(3y)=x+y at (2 - pi)/4 , pi/4

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Q: Find dy dx (i) f (x) = Cos2x Sin²x

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