(a) (b) 3x-5° 2x+19

Q: x-y=-8 7x+5y=16 solve together

A: Givenx – y = - 8    ……… (1)7x + 5y = 16 ………. (2)

Q: Solve using indeterminate coefficients y '' + 9y = x ^ (2) e ^ (3x) + 6

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Q: (Dª +2D³ + D² +12D+20)y = 0

A: We have to find the general solution of the equation.

Q: Find the general solution. 1. (D2 + 3D − 18)y = 0

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Q: Solve for y in terms of x. 9x + 3/2y = 14

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Q: 里() t² + 5 1 lim t一+05t2 +6'2t (?, ?)

A:

Q: 4* = 32x+1 %3D The value of X in this equation is:

A: Consider the given equation. 4x=32x+1 Take log on both side of the equation. ln4x=ln32x+1

Q: Solve the equation 8sin?xcosx – 2cos?x = 2cosx.from[0,2n].

A: To solve the following trigonometric equation  8sin2x.cosx - 2cos2x = 2cosx

Q: Find a (real) general solution. y" + 2y' + 2y = 4e¯* sec³x

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Q: I am having trouble solving this problem. I believe z= 3.2?

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Q: (D3 + 3D2 + 9D – 13)y = 0. Find the solution.

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Q: Solve for y in two ways. y' - 5y = -3

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Q: In the diagram, AB = x + 12 , BC = 2x – 3 %3D A B C x+ 12 2x - 3

A: Given: line segment AC          AB=x+12          BC=2x-3From diagram B is the mid point of AC then…

Q: Could you help me get the right answer tho my equation 5 - 3c ≤ c +17

A: 5-3c≤c+17

Q: Solve for y in terms  of x. 12x + 3/2y = 13

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Q: (D² + 1)y= sec³x solve using variation of parameters/

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Q: Solve 4y"+ 36 y = cosec 3x by using the method of variation of parameter.

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Q: Fing CF and PI of (D2+5D+4)y= 3-2x

A: Introduction: The complementary function of a higher order linear non-homogeneous differential…

Q: The foci of the below equation are x² – 4y² + 2x + 8y – 7 = 0

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Q: Find the general solution of the Diaphontine equation 123x +360y= 99

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Q: What is the discriminant of the equation ar+ bx +c= 0? D=

A: Given equation :

Q: If an answer does not exist, enter DNE.) 2x2 + 3 y%3D 7x2 + 20x - 3

A:

Q: what is the privet Solution to the equation (0'+0)y(x)=Xsinc) (X)

A: The given differential equation is D3+Dy(x)=xsin x The particular integral of vsin x , where v is…

Q: The roots of the equation D(4) – 81y = 0 are

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

Q: 3p = 15 %3D Explain why the solution to this equation is p = 5

A: 3p=15

Q: Solve y" - 5y' + 6, using characteristic equation.

A: Given differential equation is y'' - 5y' + 6

Q: Find the roots of: (D² - 4) (D2)y = 0

A: To find the roots of the given equation D2-4(D-2)y=0

Q: He is (D +3D-4) y(x) =15e" given The general solution to the equation y(x) = qe* +(c, +3x)e** True…

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Q: Solve for y in terms of x   7x+3y=2

A: We first subtract 7x from both sides    7x+3y=2 7x-7x+3y=2-7x 3y=2-7x

Q: The population of a colony of squirrels is given by 1500 p(t) %3D 3 + 2e-0.1t

A:

Q: A company involved in the export of trucks has estimated that the profit (U) in millions of dollars…

A: Given: The profit U in million of dollars depends on "n" number of containers expoterd by the…

Q: Solve the equation for y: 8. 3x + 2y 14 %3D

A: (8). Equation is given by 3x+2y = 14

Q: solve the equation y′′+y=5sin(t) using the Method of Undetermined Coefficients.

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Q: -3x 2. Find the general solution for y'+3y=2xe *

A: Here we find general solution for y'+3y = 2x'e-3x

Q: 2 – 2D + 1

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Q: Find the solution using variation of parameters to the diffrential equation (D3 + D)y = sec2x

A: Find the solution using variation of parameters to the diffrential equation (D3 + D)y = sec2x

Q: Solve the Equaiton for y. 10/4y + 8/2 = 2y - 2

A: Given,

Q: (2 – 2v2i)-2

A:

Q: Find the solution of the this differantial equation. y''' = 5sin2(2x)

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Q: Q3. Solve (D3 – 2D² – 3D + 10)y = x³ – 3x + 2 -

A: Hello. Since you have posted multiple questions and not specified which question needs to be solved,…

Q: What are the foci points for the equation 36x2 + 25y² – 144x – 50y – 731 = 0?

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Q: %3D y +y = x2sin(2x) solve using undetermined coefficient only.

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Q: solve for y. 9e2y = x2

A: Our Aim is to solve the given equation below:-9e2y=x2 -(i)

Q: Solve (D - 4D +4) y = 8xe2* sin 2x

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Q: Find the solution. y- y xy1/2 By -(3r-2- a,- © y-c3r-24½,:

A:

Q: y" – 4y = 4e -

A: The non-homogeneous part of the differential equation is 4e3x, so by the method of undetermined…

Q: ind the shape using the discriminate form (B^2 - 4AC) of the equation y^2 - 6y - 4x^2 - 8x = 95.

A: Topic = Geometry

Q: Solve the equatio 3(-x+5) =D9 %3D

A: Given equation is, 3(-x+5)=9

Q: Q.2: Solve the equation using the synthetic division: 3y +5y +10y-4=0

A: Given :           3y3 + 5y2 + 10y - 4 = 0   To solve the given equation using the synthetic…