cos(2y - x) = 3ysin x

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: S cos ædx from a = 0 to b = %3D %3D 3.

A: Substitution is done.

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

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Q: Find the differential dy of the given function. (Use "dx" for dx.) = 8x3/4 dy = %3D

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

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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: dy Find for three only: dx 1) y = In(cos x . Inx²)

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Q: 1+ x 1 then find dy when – 1<<1. dx If y = tan

A: We will find out the required value.

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: find dy&gt;dx.

A: y=cosxx+xcosx Differentiate the above function with respect to x.…

Q: Solve dy dy +y = 2sin(3x) dx? dx using the method of undetermined coefficient.

A: Given that,d2ydx2-dydx+y=2sin3x We need to find the solution of the given differential equation…

Q: Find dy/dx, if y= (3+cos x) ^(2x+1)

A: Given: y=3+cosx2x+1. To be find: dydx. Concept: Steps of finding dydx are as follows: Take natural…

Q: dy Find for y = - 7x+5 cos x. dx

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

A: to find dydx of  sin(xy)=cos(x+y)

Q: dy Find for y = - 19x+3 cos x. dx dy

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

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Q: dy Find dx if y = cos (4x - 3x + 1) s*(4x²-3x + 1)

A: Given that, y=cos4(4x2-3x+1)

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

A: Given:

Q: Find the value of dy/dx at (1,0) of 2re" – In() = 4y² + 2a sin

A:

Q: determine dy/dx if xy = ecsch(x)+πcos(0)

A: Given, xy = ecsch(x)+πcos(0)

Q: Find dy/dx for y=cos^-1(x^1/2)

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Q: Find dy/dx: y = sin (In x²). A 2 cos (In x²) (B) 2 cos (In x²) / x

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Q: Find dy/dx in terms of x and y if arctan (x^3)=xy^3?

A: To find the derivative of the given function.

Q: i. Je* cos(4x) dx

A:

Q: Find dy dx if x=- and y and %3D dx 1+t 1+t

A: Given: x=t1+t and y=t21+t.

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

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

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Q: Find when y = cos(sin 2x). ay dx dy dx

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Q: dy/dx of y=cos^-1 (e^-3x)

A: Given y=cos-1e-3x

Q: dx y of y = cos 1 (In (xy)) Find %3D CoS dy

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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 of the function below. 2x³ + e^(2y) = cos3y

A: 2x3+e2y=cos(3y)Differentiate with respect to…

Q: dy/dx=(x+siny)/(2y-xcosy) is an exact equation

A: Given that dydx=x+sinyy-xcosy we need to check that it an exact equation

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 in terms of t if x = t- 2, y = 2 + 1t dy/dx= [

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Q: g. cOS x Vsin x dx

A: Let sinx = t

Q: find dx 20. 19. 0 do 21. 22. dy -2x sin 2x dx cos 3x dx 23. 24.

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Q: Find dy/dx for 3sin(x+y) - 2e^y =6x^3 by using implicit differentation

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

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

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Q: Find dy/dx by implicit differentiation. 9 cos(x) sin(y) = 6 y'%3=

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

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Q: Evaluate / e*cos(x)dx using integration by parts-

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Q: Find dy/dx implicitly. exy + x2 - y? = 11 |

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

A: Given,           ycosx=2x2+5y2

Q: dy Find of sin x + cos y = ety. dx

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Q: dy Find for y = - 12x + 5 cos x. dx dy %3D dx

A: We have to find derivative for given function.

Q: Differentiate the function y = 2 ln (cos(x)).  dy/dx =

A: