Solve v3x – 5 = 2 – Vr – I. Find the extraneous solution. | Solution: a = Extraneous solution: æ =| 10

Q: Solve the IVP. y/" – y – 12y = 0, y(0) = 3, y'(0) =

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Q: solve: Show all your workK y"-4¥+4¥=3e² 2x Hint: You to m

A: As per you have mentioned I am answering only #1 Given : y''-4y'+4y=3e2x

Q: Solve. y'' – 36y = et The general solution will be 6t 6t y(t) : cje + c2e +

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Q: Solve. Check for extraneous solutions. √4y+3-√3y+6=0

A: The equation is given by 4y+3-3y+6 = 0 To evaluate: The solution of the equation.

Q: Ć dz -2tx2 e %3D

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Q: 18. x²y' = 1 – x² + y² – x²y²

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Q: solve 51. Va(x - Vĩ) 53. y"(y>5 + y%#) 2/3

A: On simplification, we get

Q: Solve the following IVP y"-y'+y/4=0, y(0)=2, y'(0)=1/3

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Q: + 492y – 18y2 + 296 = 0

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Q: 5. y = xArctanx - In V1+x²

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Q: 1. S, V4– x²dx. -2

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Q: Complete the solution. 20 m1/5n1. 20 20 m %3D m n20/4 II

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Q: 3. Solve using any technique y" – 2y/ – 3y = 3e",; 7 ", y(0) = 3, y'(0)

A: We have to solve given problem:

Q: Solve the IVP 2y"+5y'-3y=0 y(0)=-5 y'(0)=29 y(x)=?

A: The given differential equation is                                                   2y''+5y'-3y=0…

Q: (g) y+1 = Yk + 6. %3D

A: The 1st order differential equation is            yk+12=yk+6

Q: Find all solutions of y'= 3y. Which solution satisfies y(0) = 9?

A: Given differential equation is y'=3y. To find all solutions of y'=3y which satisfies y0=9. Solution:…

Q: Given -x--y =1 find the entire solution set 2

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Q: Solve:  y= 10cos(2pi/3 (17.2-0.3))+50  show your work

A: Solution: The objective is to solve the given equation

Q: 5. Solve, using the method of undetermined coefficients: y" + 2y' = 2x + 5 – e-2= %3D

A: First we shall get particular solution of y''+2y'=2x+5. Using method of undetermined coefficients y…

Q: Az Solve j=1(a-3).where r and "a are constant.

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Q: Q.2) Solve: xーyin(x)+(e(O+)。

A: A first order ordinary differential equation is generally written as Mx,ydx+Nx,ydy=0 When ∂M∂y=∂N∂x,…

Q: Solve the IVP y' – 2y = 10, y(0) = 4.

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Q: Solve the equatio6 3 1 y. *Preview

A: Simplify the given equation to compute the value of y as below.

Q: Find the general solution. 4. (4D3 - 3D? + 1) y = 0

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Q: Solve 2 order DE y" - 12y' + 35 = 0

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Q: -K-t K(1+

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Q: Solve for y. 4(y-k) =C y

A: Detailed solution is given below.

Q: (1+4x² )y"-8y = 0

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Q: az Solve (x² – y² - z²)p + (2xy) q = 2xz where p = əz II

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Q: Solve he lineal equation it possible Oy toz 20 3x

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Q: 3 y)²/ydy 23 `y2

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Q: Solve  x+y=a+b  ax-by=a2-

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Q: Solve this exercise using the fact that the sum of the measures of the three angles of a triangle is…

A: Given: The measure of three angles of triangle are x, x+27 and x-12. To find: Measure of each angle…

Q: 2) Solve for x and y. 45° 13V2

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Q: Solve AXYZ where <Z = 90°, z= 10, & y= 6. Answers to 1 decimal place.

A: We will find the missing values of this triangle

Q: Solve the simultaneous equations y = 2x – 3 x² + y? = 41 Show clear algebraic working.

A: Given equations are y=2x-3 and x2+y2=41.

Q: I. Solve for a, b,x and y: 1) 2) 45° 212 45° a y

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Q: FX) =x?パーリメ+る Leave the solution in the expanded FORM

A: To find the first derivative of the given function

Q: Solve the IVP: y' + 2y = 4, y(0) = 1

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Q: (e) zetiz 2²+ a²

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Q: Find Particular solution only 3 y" - 2y" + 12 y' – 8 y = te %3D

A: We need to find particular solutions.

Q: Solve the general solution y' + (cotx)y = XCSCX

A: Given:- y'+(cot(x))y=x csc(x) To find:- General solution of given differential equation

Q: Solve linear eqaution by addition mehtod. X+y=5 X-y==11

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Q: solve the sysyem  5x-y+2z=3 4x+5y+7z=26 x+y+4z=3 The solution is, (type an ordered triple)

A: Given equations:                               5x-y+2z=3       ....... (1) 4x+5y+7z=26…

Q: Solve: - 48t + 44 – 8, y'(0) = 23 y" - y' – 12y y(0) = - 8, y(t) =

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Q: (c) Solve the general solution y' + (cotx)y = xcscx

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Q: Solve the IVP: ty" - ty' + y = 2+u₁(t)8(t-2), y(0)=2, y'(0) = −4.

A: Introduction: When an initial value problem is provided, we use Laplace transformation. This method…

Q: Vx + 6 = x x++x, %3= %3D

A: In this question, the equation is solved and extraneous solutions are checked. Given equation is…

Q: -3.x Solve y" +4y=e¹³*

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Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.