(» — у + 3) da — (ӕ — у) dy — 0

Q: 11. I+ tancay)-o 12. + siny-x'y

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Q: siny dy 2. 3 |- cosy

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Q: integral i

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Q: (х+ siny)dx+ (хcosy— 2y)dy 3D0

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Q: Inteprele . 2. Show yours work. S x Cos (4x) dx

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Q: sen z + cos x dz | (tag z + 1) dx = In sec x+z + C 37. %3D cos 2

A: 37.   Given integral, ∫sen x+ cos xcos xdx

Q: dy 3. 1+ sin 4y

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Q: lim Y+ Y Cos y Yo 4 Siny cosy

A: Given limy→0y+ycosy4sinycosy

Q: 2 xy dy – (r' + 2y³) dx = 0 xsin 2 dy y sin- -x | dx

A: Homogenous differential equation: Let us consider differential equation of the form…

Q: integral of sin^6 y cos^6 y dy

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Q: : )-+(÷), zw= (C) dx 1 et %3D dt 1 (: :)-+(-), -= (C) dx dt 1

A: Given dxdt=0110 x +ete-t Here let take A= 0110A-λI=-λ11-λ=0λ2-1=0λ=±1 Hence the eigen vector for 1…

Q: et secydx + sinydy = 0

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Q: Determine the second moment of X about origin

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Q: 1. S(2cos4y – 1)i - sin4ydy

A: As per our guidelines we are suppose to solve only first question if the multiple questions are…

Q: 」enr一2) dz csc (4r – z) dz dz dz 17. 2 V1 – sen 2z V1 – cos (4- – 2z) In | csc (4- – z) – cot (†7 –…

A: Integrate as general

Q: 7,9,-4) y dx +x dy +3 dz = (5,4,1)

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Q: = vt – 2, d²y t – 2. d²y y = t² – 3' dx2

A: x=t-2y=t2-3

Q: -siny(x + siny)dx + 2x²cosydy = 0 %3D

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Q: Differentiate dy- dy

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Q: The force on a particle is described by 10x + 6 at a point x along the x-axis. Find the work done in…

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Q: The force on a particle is described by 4x +1 at a point x along the -axis. Find the work done in…

A: Given  Force F = 4x3+1

Q: sin³ y dy 2. S 1- siny

A: Solution Given   ∫sin3y1-sinydywe need to find the integral

Q: sin(6y) sin(8y) dy.

A: Topic - integration

Q: d sec z = sec z tan z dz

A: The function is a rule that associates or fixes a number to the particular point z . If , then the…

Q: arcsin 4y dy 1 – 16y2

A: Given: ∫arcsin4y1-16y2dy

Q: integral of sec^3 x

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Q: The thickness of the shell is a = 0.7 centimeter. Use differentials to approximate the volume of the…

A: Volume of sphere V= 43π×r3 From given figure radius is 100 cm .

Q: he integra = 3/2 is dz Z-2

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Q: (12z – 12z2 + 71z – 77 Integrate: 4x2 + 25 - la( |42° + 25|) – arctan X + C

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Q: y'' + 3y' + 2y = sin ex

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Q: integral from -1 to 1 of arccos (y) dy

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Q: The force on a particle is described by 5x³ – 5 at a point x along the x-axis. Find the work done in…

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Q: (1,2,3) (0,0,0) 4x³y dx + (x²-25) dy-5yzª dz

A: Find the value of function using integrate Compare the given expression with Mdx+Ndy+Pdz to obtain…

Q: Cos y dy 1-siny

A: The given integral is: I=∫cos2y1-sinydy   As we know that; The trigonometric identity: sin2x+cos2x=1…

Q: sin y cos(cos y)dy

A: We have to evaluate the integral: ∫sin y coscos ydy In this case we will use substitution method. So…

Q: 2Linear edluotion 5. dy dx

A: As per our guidelines we are supposed to answer only one question.Kindly repost other question as…

Q: sE de = 6 - +- + arctan( )) +c %3D 1+ Vx

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Q: ary differentia att=0 the ing

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Q: dy dx 118 (x = 3x - 5

A: Topic:- differential equations

Q: Evalute Sofy ex* dxdy by first reversing the order ex² 3y integration.

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Q: dy+チ=-

A: Note: Since you  have mentioned multiple question, I answered first problem. If you need answer of…

Q: V4-z2 z siny dx dz dy 16 3. 16 5 0 16 0 66 0 66

A: The objective is to solve the integral ∫0π∫02∫04-z2z siny dx dz dy

Q: dy 1. sin 2ycos2y

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Q: 2olue dy %3D

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Q: Solve using integrable combination technique only: (x^2y^3−(6+1)y)dx+(x^3y^2+(9+1)x)dy=0

A: Solve using integrable combination technique only: (x^2y^3−(6+1)y)dx+(x^3y^2+(9+1)x)dy=0

Q: 1. dly dx 2. dy %3D 2X Secy J-(1-xx) oly dx=2y dy dx , Y(1)=0 (Intial Gonditin)

A: There are multiple question. So as per Bartleby policy Kindly ask other question separately. 1.

Q: 4) dy dy dz 5) dy dy

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Q: dy +Hanx Siny = I Cos y die

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