Find the general solution of the following equations?

Q: Find the general solution to the following equations -2 x'(t) = 3

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Q: FIND THE GENERAL EQUATION OF THE FOLLOWING SOLUTION: y" = 12 %3D A.

A: A) The differential equation is given as y''' = 12 On integrating both sides , we get ∫y''' = ∫12y''…

Q: 3/Sx+9 ニ 3x +13

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Q: Solve the following Bernoull Equation. x'y +y - xy

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Q: The equation y² = cx is the general solution of

A: We have to find the differential equation.

Q: Solve the following linear equation. 8(x+2)= -8 %3D

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Q: Find the general solution of the equation x' + 5x(t) = 3.

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Q: Solve the following Equation (z + 2) = 3i %3D

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Q: Solve the following equations: 3. y" - 2y' + y = x² – 1

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Q: Find the general solution to the following equations (4 -2 x'(t) = X. 8 -4

A: The solution is given as

Q: (30) Solve the following linear equations. (C) 3(2x – 4) = 9 – 3(x + 1) -

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Q: For each of the equations below, say what type of equation Homogeneous, Ricatti, Bernoulli, Linear,…

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Q: The general solution of y' = Y can be written in the form = C

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Q: Can you help me solve the following equation?

A: Given ∫48fxdx=15 and  ∫48gxdx=-5 Find   (a) ∫48f(x)+g(x)dx          ⇒∫48f(x)+g(x)dx=∫48fxdx+∫48gxdx…

Q: Solve the following equation.

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Q: Obtain the solution of the following equations. 1. (1 – x)y' = y2

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Q: Find all solutions of the equation z4 = 1+i.

A: Given equation z⁴=1+i

Q: Which of the following equations does not have any real solutions?

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Q: The two initial values of the roots of the equation x^3 - x - 3 = 0 are A) 1,0 B) -2, 1 c) -1,0 D)…

A: Please refer the attached image for complete solution. THANK YOU.

Q: Solve the following Equation (z + 2) = 3i

A: The explanation are as follows

Q: r-2 4

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Q: Solve and write down the general solution of the equation, xyz – pxy = x²z – qy?

A: In this question, we have given a partial differential equation. xyz-pxy=x2z-qy2 To find the general…

Q: yeddy

A: Find the general solution of the given equation:   yex+ydy=dxThe given can be written…

Q: The equation y2 = cx is the general solution of:

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Q: Find the general solution to the following equations. 1. x²y" — (y')² – 2xy' = 0

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Q: Find the solution to this equation! * 10b = 50

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Q: Determine which of the following equations is true.

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Q: Which of the following equations crosses the origin?

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Q: Solve the following equation у" — у %3D 2е2е + Зех

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Q: Find the general solution of the following equation * + 5 + 6y = 2x

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Q: Solve the given equation using the indicated method

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Q: 3. %3D X-6 X+2

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Q: 4x1 + X3 7 7x, + 2x, = -2 + 4x3 = 11 %3D 3x1

A: First we solve this by Gauss siedal method and then solve by Gauss Jacobi method.

Q: Find the solutions of the equation.

A: Given:            4+x+2yi=x+2i Complex numbers can be equal only if their real and imaginary parts…

Q: Find all solutions to the equation below V-x - 2= x + 2

A: To find the solution of -x-2 =x+2

Q: Solve the following equation. = 48 3 4

A: Eliminate y.

Q: Find a general solution of each of the following equations.

A: The given differential equation is x2 dy+2xy-x+1dx=0 It is of the form  Mx,y dx+Nx,y dy=0 Where…

Q: FIND THE GENERAL EQUATION OF THE FOLLOWING SOLUTION: A. y" = 12

A: Solution:To find the general solution of(A). y'''=12(B). y''-2y'+y=exx5

Q: Find the general solution to the following equations 3 x'(t) = (

A: We have to find the general solution of the following homogeneous linear system of equations:…

Q: Find the equation for the general solution y²= cx

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Q: Solve the following linear equation:

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Q: Solve the following equations analytically and graphically then compare your results. Ул — х? — 10…

A: We first set the equations equal and solve for x

Q: = 2 - 2 + x3 = -2 3x, = -6

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Q: Find the solution set of each of the following three equations.

A: Given : Equations i. e2x - 6ex - 16 = 0 ii. log4x - log4x - 1 = 12 iii. 41-x = 32x+5   To find :…

Q: Which of the following equations are valid? 10 10 xp(x)S "J + xpJ = xpI O Option 1 O Option 2 Si…

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Q: Find the roots of the following equation: 2x3 – 13x? – 22x + 3 = 0 by Newton-Raphson method.

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Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.