Solve d4y/dx4= 5x by variation of parameters.

Q: e'dx – x²dy = 0 = 0

A:

Q: Solve DE  P2-70+12,where p=dy/dx

A:

Q: 4. (2x2-у?)dx+2хydy-0

A:

Q: Solvey- dx OA7

A: We have to solve the differential equation…

Q: dx 2. S. 3+Vx+2

A: I am going to solve the given problem by using some simple calculus to get the required result.

Q: e 3. dx V1-e-2* In 2

A: Since we are given with the multiple number of question and kindly repost the other question as next…

Q: Solve the equation (2x + 6) (2y² + 3) dx + 4y(x² + 3x + 2) dy = 0

A:

Q: Q3: Solve d2y dy +22+y = e* dx2 dx

A:

Q: (x + у—4) dx — (х — у+2)dy %3D 0

A:

Q: X x² - a² dx

A: To find the value of given integral.

Q: dx 5x2 + 16

A: Given that a integration and we find the solution of this question by general formula of the…

Q: Solve the equation (2xy – 3x^2)dx + (x^2 + y)dy = 0.

A: Please see the answer below

Q: Solve: (пу? + 3у?) dy 2.xdx = 0.

A:

Q: Solve the equation dy y + dx ху 3

A:

Q: Solve the equation (6x+y2)dx+y(2x−3y)dy=0.

A: Solve the differential equation 6x+y2dx+y2x-3ydy=0

Q: Solve :一 (2 +x)y メ +4メ dxー ナリメ

A: The form of equation is,                         x2d2ydx2 +p(x) dydx+q(x)y =0

Q: Solve: dx dy = 3x5(9 + y²)3/2 %3D

A:

Q: Solve: -dx V1+x?

A:

Q: Ql:- Solve 2+ y = 2 dx 1+x+y.

A: The solution for the above problem is shown below.

Q: S dx 2 x² + 10x +30

A:

Q: Solve (3x²y³+4xy)dx+(3x³y²+2x²)dy=0

A: Let us considre the differential equation Mdx+Ndy=0 The equation is exact ∂M∂y=∂N∂x The solution of…

Q: (2x + Зу — 5)dx + (3x — у — 2)dy 3D0

A: Given the differential equation(2x+3y−5)dx+(3x−y−2)dy=0

Q: -3x +e xー2) dx

A: Simple integration problem....

Q: d'y Solve +56y=e* dx 4x dx 2

A:

Q: Solve dy 2x-y = dx

A: Differential equation and it's solution

Q: Solve the equation (x^4 + 2y)dx - xdy = 0

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

Q: 16. Solve dx (a²+x²)

A: NOTE: As per our guidelines, I have solved one problem. If you want the answers of rest, kindly post…

Q: Determine the solution of 2x (y+1)dx−ydy=0

A: Determine the solution of 2x (y+1)dx−ydy=0

Q: dx х V1-4 In2х

A:

Q: dx (x² + 1)2 0.

A: Solution:-

Q: 2 V5-x dx 3

A: I=∫0125-x2x3dx

Q: Solve the equation J =dx = ! - 1

A:

Q: dx 4 3+Vx+2

A: Topic = Derivative

Q: Solve the differeial equation: dy/dx=3x^2y^2

A: The given differential equation is dydx=3x2y2.

Q: Solve for the Linear Equations (x5+3y)dx− xdy=0

A: The Linear Equations is (x5+3y)dx− xdy=0

Q: dy Solve dx (3 minutes) -3y3--3 a. +C 1 Ob. 3y 3 = 3x 3 +c Oc. 3 3 +C 3

A:

Q: Q3/ Solve dy dx4 2d²y + 1 = 0 dx²

A: Given d4ydx4-2d2ydx2+1=0To find solution:

Q: Solve the equation (3y4 + 1) dx + 4xy3 dy

A:

Q: メ+4 dx x²+4

A: Given:       ∫x+4x2+4dx      =∫xx2+4+4x2+4dx Apply linearity:      =∫xx2+4dx+4∫1x2+4dx

Q: Solve the equation: (x⁵+3y)dx - xdy

A: Given that:  (x⁵+3y)dx - xdy=0

Q: Solve ² y + 10rdy + 8y = x² 2 dx² dx

A:

Q: Qg Solve: coshx-1 .dx

A: Basic hyperbolic identities are used along with integration identities.

Q: 2. (2x + y – 4)dx + (x – 3y + 12)dy = 0 -

A:

Q: if x3 + y3 =65, find the value of d2y/dx2 at the point (4,1)

A: Given that,    x3+y3=65

Q: Solve the equation. * (x + 2y – 4) dx – (2x + y– 5) dy = 0

A: (x-y-1)3 = c(x+y-3) is correct option.

Q: Solve: 30 dx 1 -Sis vdv %3D * V - 10-0.01v2 15

A: Given: ∫030dx=v10-0.01v2-∫15vvdv

Q: dy Solve dx (25 + x²)(49 + y²)

A:

Q: Via integration by parts, solve: Sxe^(3x) dx

A: Let, u=xdu=dxLet, dv=e3xdxv=∫e3xdxv=e3x3