y2-16y +28=

Q: x1/2 + y2/3 = -4y

A:

Q: y(6) –4y(5) +3y/) =-27 %3D

A: The given differential equation is y6-4y5+3y3=-27. We have to find the solution to the given…

Q: y" +y' – 2y = 4e* – 2x

A: We have the given differential equation is y''+y'-2y=4e-x-2x2     …..(1) The auxiliary equation for…

Q: y" -4y' +4y = te2t

A: Consider the following different differential equation: The solution is divided into two sets,…

Q: y' = y2 - 4

A:

Q: y² = 8x, y = 2x; about y = 4.

A: Volume of solid is evaluated.

Q: y" - 4y' = 0

A: Given: Ordinary equation is  y''-4y'=0

Q: y +4Y+4Y X2

A:

Q: y" - y' - 2y = 0

A: Given the differential equation is y" - y' - 2y = 0 Here the auxiliary equation is m2 - m - 2 = 0

Q: (c).xv-12-2≦y2

A:

Q: 1) y" - 36y = 0.

A:

Q: 4. x-4y< 8 y= mx+b

A: Answer

Q: y' − (4x − y + 1)² = 0 y(0)=2 -

A: To solve the given differential equation  y'-4x-y+12=0 with initial condition y0=2

Q: y = 2x %3D Lx+y=9

A: We have to substitute one equation into other and then calculate both x and y

Q: -7x - 2 y =-13 x – 2y = 11

A:

Q: Find dy/dx.

A: We have to find dydx: 2y-1=9x23+y Rewriting the equation, 2y-1=9x23+y2y-112=9x23+y We know the…

Q: y (1, 2) y = 2 x²

A:

Q: y" - 11y' + 30y = 20e %3D

A: y''-11y'+30y=20et Use the method of variation of parameter to find the particular solution of the…

Q: 3y2-2y-5

A: Solve for factor

Q: x2+y2=25

A:

Q: 3y-6(y+z)+y

A: Distribute -6.

Q: y"-8y'+2y xe

A: Answer of given question is in step2

Q: y′=2x/(1+2y),y(2)=0

A: To determine the solution of the initial value problem and determine its maximum value.

Q: y"-6y'+9y = t2e3t

A:

Q: y′ = e2x + y − 1

A: Given,

Q: (b) y" =-6y²y', with y(1) =1 and y'(1) =-2.

A:

Q: 2. y" - 8y" - 31у' + у %3D - (у' + у)

A: Given differential equation y'''-8y''-31y'+y=-y'+y. The objective is to solve the differential…

Q: 3x 1. y = 0 and x = 4

A: The area bounded by the curves y=3xx+4, y=0 and x=4.

Q: 3) Find y"(0), where y = 4x + 2x + 3

A: A function is a relation which maps each value in its domain to exactly one value in its range. A…

Q: y" − y' − 2y = 3e2x

A:

Q: y' = e2x + y – 1

A: Using method of linear differential equation.

Q: y''  +  y'+  2y  =  3e^2x

A:

Q: y² - 4x - 2y = 7

A: Introduction: If a parabola has a horizontal axis, the standard form of the parabola equation is (y…

Q: * = y, ÿ = –2x – 3y

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

Q: y = x² + 1 y = 2r- 2

A: Here, from the given figure, the area bounded by the given curves are: A=∫-12∫2x-2x2+1dy dx

Q: y''=2x(y')2 , y(0)=4, y'(0)=−1

A:

Q: dy - 4 2.

A:

Q: y-z = 1 3z = 2 If possible,

A:

Q: y′ = t2 + y2

A:

Q: Y (2x) x+18)° (3y + 1)'

A: To find the value of x in the inscribed quadrilateral inside of a circle.

Q: xy'=y+ IX2-y2 ху

A: We have to find the general solution of the given differential equation xy'=y+x2-y2 .

Q: a. x²y' +3xy ==, y(1) = -1

A: Since you have posted multiple questions, but according to guidelines we will solve first question…

Q: 2.x + y+ 8x - 6y - 39 = 0

A:

Q: y" + 6y' + 9y = 7+ e-4x

A:

Q: y1 = y1 + Y2 and y2 = y1 – Y2

A:

Q: 1. y""-2y" - 15y' = 0

A:

Q: y3= /-

A: Given:     y=- 12x2

Q: y" + 2y' - y = 0

A: Definition used -         The solution of the linear differential equation -         The…

Q: Y2 -15y+56=0

A: The quadratic equation can be solved in the following manner