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Q: alue y(0) e of y(0.1) es)

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Q: %3D Solve the initival value problem: / = -8 cos(2a)/(6+5y), y(0) = -1.

A: Note: According to bartleby we have to answer only first question please upload the question…

Q: QUESTION NO 2: Differentiate the following (a)Y=6x?-sec-1 5x (b)Y=2cos(x)+6cos-1 OS

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Q: 3. Determine the general solution. a) y"–2y' – 3y= e* b) y"+9y= cos x

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Q: 3y + 2y Solving by variation of parameter y" Wronskian W is: 3e*cosx, the value of |

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Q: dg If g(xy)=e²yx².sec xy³ where x(u)=u eu and y(u)=u sinu³ Find np

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Q: e) If the cable of this generator has a shape of the form: y = 70cosh(x/55)sinh²( m. Provide fully…

A: Given curve equation is: y=70coshx55sinh2x55 Substitute x=10: y=70cosh1055sinh21055 Replace cosh and…

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Q: y' 5y t²-4 + cos t = = ty

A: Hints: Here we need to obtain whether the given equations are linear or non-linear and homogenous or…

Q: (5z - 2) dz, where y is given in Figure 16.5. 22 - z Example 16.3. Find 01 1

A: Cauchy’s residue theorem is a consequence of Cauchy’s integral formulaf(z0)=12πi∮f(z)z-z0dz

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Q: QL The Two adiffrential equations x'= ax and y'- jafo ? © They have The Same photo o They have the…

A: Given : two differential equations X'=-aX and Y'=-1a; a≠0  Problem : Plot the phase plane and select…

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Q: valuate tan 0 within AABC. 13 12 C. tan 6 = Enter your next step here 女() ト &Skip step…

A: Use the fact that tan theta=opposite/adjacent

Q: +y³2° 12 - 5/2 Q5. If z = tan then use Euler's theorem to find the value of x- +y ду %3D 1/2 in…

A: For a function, z=g(x, y) is a homogeneous equation of degree n, if g(tx, ty)=tng(x, y). Using…

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Q: Frad the genenal Solution the dipferential OA equation gruen below dy=0 could you solue if by…

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Q: B. NONHOMOGENEOUS EQUATIONS: UNDETERMINED COEFFICIENTS 1. D²(D – 1)y = 3e* + sinx 2. (D² + D – 2)y =…

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Q: The Equation :(y")² + 2(v')ª = 3x is 2nd degree 3rd order o ODE 1st degree 2nd order o ODE 3rd…

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Q: f(x,y) = ( 1 ay - e -9y) sin 9x e |3 Find the values of a that make f satisfy the equation = 0 ay?

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Q: equa cions (where no initial values are given, find the general solution). (a) y" – 2y' + y -8 cos…

A: We have to find the general solution of the differential equation y''-2y'+y=-8cosx+8sinx .

Q: Cosinder the following initial value problem (IVP): y′ = 1 + x sin(πy), 0 ≤ x ≤ 1, y(0) = α + β (a)…

A: Existence and Uniqueness of Solution: Consider the IVP :  dydx=f(x,y) ,   y(x0)=y0 Then, (1) if f is…

Q: 6.Given y'a = -2x³ + 12x² 20x + 8.5, y(0)=1, h=0.5 find y(2) using the 2nd-degree RK - a. 3.37500 b.…

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Q: The population of bacteria is given by P = Poekt.Where P is population after t days, Po is initial…

A: Here the value of P0 is 100 ,P is 450 and t is 5. Now substitute all these values in the equation…

Q: Sovle the initial value problem described by PDE: u, - cu = xe' with the data и (х, 0) %3 sin x,…

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Q: H. (7m -48)° (3m+0)° (14n +11)° Part 1 out of 2 m ZK= mZG= m ZJ = %3D %3D

A: Solution  For Given  Quadrilateral GHJK , m= 12 and n = 9.5 A we know the sum of all interior angles…

Q: Advanced Math please answer this question Determine the value of U for the following equation after…

A: Given: The equation, ∂2U∂t2+2κ∂U∂t=C2∂2U∂x2 The values: C2=0.0005, κ=0.5, ∆x=0.20 cm, ∆t=5 sec. The…

Q: M(t)=(1-t) then E(X) of X about the origin (2 (12 24

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Q: PzöFind the Values of x and that Satisfy the equat ion (3+21)(2-1) 3+1

A: (3+2i)(2-i)(3+i)=x+yi6-3i+4i-2i2(3+i)=x+yiWe know that…

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A: The position of the particle is st=50t2-10t+30. where t is in seconds. a The velocity of the…

Q: 17) csc 0 18) sec 0 315° V3 B) А) —1 B) C) D) 0 C) -V2

A: We know that sin(-thetha)=-sin thetha Cos(-thetha)=cos thetha

Q: ) Using Huen's method to estimate the solution of the ODE y' = cos (xy?) ,y(1) = 2, h = 0.1 If y1=…

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Q: g2. for uhat value of K. the P.O.E Kau - 2a'u + 82²u =0 dzdy dyz is elliptic ? fa) 8K 1 (d) 8K>0

A: A partial differential equation of the form A∂2u∂x2+B∂2u∂xy+C∂2u∂y2+D∂u∂x+E∂u∂y+Fu=0 is said to be…

Q: y"-5y'+4y=10*e^(x)*sin(x) Example: Find the particular solution.

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Q: x² + y² )dx – xdy = 0. Find the general solution of (y- a. x(sec0 + tan0) = c c. Vx2 + y? + y = c b.…

A: We will use substitute y/x as v, and then find the solution of the problem.

Q: Knowing that H(s)= 2s where H(s)=L[h(t)], find h(t) by convolution theorem. (s° +1)°

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Q: H-w lo Find the oliscontinnity point of &Cz) : ニ 5(2+i) 2+ci-2)Z -2i 근-3 S in Z

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Q: dP Consider an animal population P(t) that is modeled by the equation, = 0.0004P(P – 150) dt %3D…

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Q: Solue the folloung heat Conditiom. problem o Satesfying lacel equation Inide. Subject to nOundry…

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Q: Q.3 Under what conditions on A and B does the B.V.P xy"-3xy'+3y = tan x, solution, no solution,…

A: Given: To find that this x2 y'' - 3xy' +3y = tan x has exactly one solution, no solution, infinitely…

Q: 22.Consider the equation y″ − y′ − 2y = 0. a.Show that y1(t) = e−t and y2(t) = e2t form a…

A: Given the equation y''-y'-2y=0. We need to show that y1(t) = e−t  and  y2(t) = e2t form a…

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A: I am going to solve the given problem by using some simple geometry to get the required result of…

Q: Submitted 1/1/22, 7:20 PM (UTC+8) 2 Question scores appear after all grades are posted Question4 dy…

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Q: constant, z : Y(x) sin (aitime) O what is dY こ G is d time e what is 2 d time

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Q: olve the following Initial Value Problem: y" + y-6y 0, y(0) = 2 y (0) = -1. and %3D %3D %3D

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Q: y(1) = C,e cos() + c,e sin(1) and the initial conditions y (0) = 2 and y'(0) = 1 Determine the…

A: Given: yt=C1e-tcost+C2e-tsint   ...1 And y0=2 and y'0=1   The Product rule: f·g'=f'·g+f·g'

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Q: Solue %3D ylo). ! y'co)> -2

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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.