I need this question answer quickly thank you all
Option e is correct answer which is none of these.
I need this question answer quickly thank you all 1. Given the differential equation da +...
Given the differential equation dc dt +2.x = t? – t+1, (1) = 2 the value of r(2) is 87 91 b) 48 48 33 16 d) -33 16 e) None of these
y = 3x0+ QUESTION 2 Solve the given differential equation. (The form of yp is given D2y + 25y = -5 sin 5x (Let y p = Ax sin 5x + Bx cos 5x.) sin 5x + c2 cos 5x + x sin 5x - 1 x cos 5x Oo oo cos 5x + = x cos 5x y = C1 sin 5x + C2 cos 5x + 5x sin 5x y = C1 sin 5x + C2 cos 5x...
1. Given the differential equation below, answer the following questions: 12 'da (1+2.3 dy (a) State the type and order of the equation, and whether it is linear or non-linear. (b) Name a technique that can be used to solve the equation. (c) Solve the equation.
U Question 22 1 pts Find the absolute minimum of f(x, y) = x2 + 4y? - 2x²y + 4 on the square given by -1 << < 1 and -1<y<1. 11 4 8 None of the above or below O-2 07
i really need help everyone thank you all dat The solution of the differential equation ? + ta + x 12 is a) arctan(-) = In +C b) arctan (™) = Iné + c d) aretan () = Inr+C c) arctan 15 = Int+C e) None of these - 12
Question Solve the equation cos(–a)tan’a + cos(-a) = - given that 0 sa< 27. Select the correct answer below: O a=1 O a=* O a = ; and O a= and FEEDBACK MORE INST Previous
Just letter answer is good, thank you. 1. Given f(x,y) = 10r4y2-1lys, find fry(z, s). Q) 2. The graph of g'(x) is shown in figure. If g(3) 2 then what is the value of g(5)? g'(x) A. 2.0 B. 1.5 C. 2.5 6 12 3 D. 3.0 dy-r + si dx sin (2x) er 3. Find the general solution to the differential equation: B. 2x + 2 cos (r)-4e-4x + C D. none of the above llutant spilled on the...
Question 16 Given the following function, calculate f(9). xx<-8 -2 X=-8 6x X-8 a) 54 b) 09 c) 81 d) O-48 e) -8 1) None of the above
- Given the function f(x) = { 2, -1<x<i 10, otherwise find its Fourier sine transform g(a), such that f(x) g(a) sin oz da
Question 5 < > Given the differential equation y' + 5y' + 4y = 0, y(0) = 2, y'(0) = 1 Apply the Laplace Transform and solve for Y(8) = L{y} Y(s) = Now solve the IVP by using the inverse Laplace Transform y(t) = L-'{Y(s)} g(t) =