SiSis dx dy dz Evaluate xyz

Q: y = (sin x)e¯* find de sin-1y %3D d In x

A: y=sinxe-x. Then we have to find desin-1ydlnx.

Q: Find dy/dx for: y cosy = xy Y O -y sin y+cos y-x Y cos y-x Y -y sin y-x 1 cos y-x O O O

A: Given :y cosy= xy Use product rule of differentiation which states that…

Q: dy evaluate dx (sinx+1) 5-1f: y = (cosr+1)

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Q: dy sin x Ify= et dx

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Q: sin (y) x° dy – x tan(y) dy

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Q: Let y = = 1/2 √ √x. Then evx dy dx is:

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Q: sp dy dx dz (1–z) Evaluate .

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Q: plutions of (e + In y +2) dx + ( + In z + sin y ) dy

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

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: Ay 2 sin y dz dx dy. Evaluate 0.

A: Evaluate the given integral as follows. ∫0π2∫04y∫04y2 siny dz dx dy=∫0π2∫04y2 sin y dx dy∫04y…

Q: dy is let y = ln(V – 9 + a). -9+x then dx S'

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Q: Evaluate xy dx + (x + y)dy along the curve y=x? from (- 3,9) to (- 1,1). | xy dx + (x + y)dy =|…

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Q: (cos y+ ycosx)dx + (sin x –xsin y)dy = o

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Q: sin x sin y dx + cos x cos y dy = 0 2 mydx — пхdy

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Q: Find dy. y=3 In (4+x) dy =D

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Q: Show for Re(z) > 1 -dx r(2) ((2). 1 er 0.

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Q: itegral 6ze dy dx dz

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Q: dy y(ln y – In x + 1) dx

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Q: dy - y In(ye cos *)dx = y cos x dx COS X

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Q: Evaluate LSIT (*+y+z)dx dy dz . X-Z

A: Introduction :We have to solve given triple integration .

Q: Find dy. y= 2 In (3+x*) dy =|

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Q: dy in terms dx of æ and y if æ In y + y = 7 ln æ. Find dy da

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Q: Reducible to Exact (y3+2exy)dx+(ex+3y2)dy=0

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Q: Siny dy = Cas y (l-x Cosy) Cauy) %3D

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Q: Evaluate dz dy dx. o y+z

A: First calculate integral with respect to z then respect to y then respect to z

Q: dx of xcosy+ycosx=xy

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Q: SiSi dx dy dz Q4) Evaluate xyz

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

A: The given implicit equation is: xy=ecsch(x)+picos(0) Clearly cos(0) = 1, so…

Q: | 38. Use Fubini's Theorem to evaluate xe" dx dy. 0 Jo

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Q: Find of / dx and of /ay. f(x.y) = elx +y+6) of I dx = of I dy =

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Q: 9. sin y = In(x +y)

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Q: Evaluate the integrals

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Q: dy x(2 In x +1) 6) dx sin y + ycos y

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Q: dy by implicit differentiation. dx Find 9 x°y – xy° = 3 dy %3D dx

A: Consider the given equation. x9y-xy9=3 Find the implicit derivative of the equation.…

Q: dy for y=In (x² +1}+ (sin x +5)*. Find dx

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Q: (sinx+1) y = (cosx+1)' dy evaluate dx

A: We have to find the derivative

Q: calculate dy/dx.  You need not expand your answer.   y=(x/3.9 +3.9/x) (x^2+1) dy/dx=

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Q: x cos z dy dx dz X Cos

A: Given,          ∫0π2∫01∫01-x2xcoszdydxdz

Q: hind dy if y = sin(x")

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Q: (sinx+1) (cosx+1) dy evaluate dx -If: y =

A: Use the concept for derivative of the form  y = f(x)/g(x)

Q: Find dy. y=2 In (2+x') dy = D

A: y=2ln(2+x3)

Q: 1-(x-1)? x+ y 2 x + y Evaluate the integral: dy dx

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Q: 2. Evaluate dy/dx for y= x In x 1+inx

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Q: evaluate dy/dx

A: Since the exact one wasn't specified we'll answer the first question only.Please resubmit a new…

Q: y(x tan x + In y) dx + tan x dy = 0.

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Q: olve ædy = y(1+ In y – In a)

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Q: 37. Use Fubini's Theorem to evaluate dx dy. 1 + xy

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Q: In x Find y' if y = e3 1 – 4 In x Based on your work from (a), evaluate - dx. -5

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Q: dy y(In y-In x +1) dx

A: The solution of given homogeneous differential equation is written in step2.

Q: olve 2xy dx-(1-x)dy=0 using two different DE techniques.

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Differential Equations

Have you ever observed the movement of the satellites and rockets or how the planets go around the sun in their orbits? How will you determine their motion? Definitely they follow some scientific laws and these kinds of problems are framed as differential equations.