-C1*e^(4t)*sin(5t)+C2*e^(4t)*cos(5t)
Use the elimination method to find a general solution for the given linear system, where differentiation...
Part B please! Use the elimination method to find a general solution for the given linear system, where differentiation is with respect to t. x' = 9x - 10y + sint y' = 5x -y-cost Eliminate x and solve the remaining differential equation for y. Choose the correct answer below. 51 O A. y(t) = C, e -41 cos 5t + Cge -41 sin 5t + no cost + 200 sint O B. y(t) =C, e4+ Czte 4 + 2...
Use the elimination method to find a general solution for the given linear system, where differentiation is with respect to t 2x' + y' - 8x - 9y = e-t x' +y' +9x + 4y = et Eliminate y and solve the remaining differential equation for x. Choose the correct answer below. O A. X(t)= C1 e 7t + Cze - 7t + 58 e-t- et O B. X(t) = Cy cos (7t) + C2 sin (7t) OC. x()=C7 e...
Help its for my Final Homework Use the elimination method to find a general solution for the given linear system, where differentiation is with respect to t. x' = 3x - 4y + sint y' = 2x-y-cost Eliminate x and solve the remaining differential equation for y. Choose the correct answer below. sint sint 10 cost + CA. y(t) = C, e cos 2t + Czesin 2t + 10 -cost 10 9 3 O B. y(t) = C, e -...
Use the elimination method to find a general solution for the given inear system, where differentiation is with respect to t. 3x +2y = 0 x- yo Eliminato x and solve the remaining differential equation for y. Choose the correct answer below. O AY) - Cocos (-74) OB. y)=C O c. y)-C sin (-70) OD YN-C2- O E. The system is degenerate Now find so thatxt) and the solution for yt) found in the previous stop are a general solution...
Differential Equations Please help me with part b I already did part A Use the elimination method to find a general solution for the given linear system, where differentiation is with respect to t. (D-1)u(3D+ 1)v-9 Eliminate v and solve the remaining differential equation for u. Choose the correct answer below 0 E. The system is degenerate. Now find v(t) so that v(t) and the solution for u(t) found in the previous step are a general solution to the system...
Use the method of variation of parameters to find the general solution y(t) to the given differential equation y" + 25y = sec (5t) Oy(t) = ci cos(5t) + c2 sin(5t) tan(5t) + 25 sec(26) 25 y(t) = c cos(5t) + c sin(5t) 1 sec(56) + 50 1 25 tan(5t) sin(5t) VC) = so 1 sec(5t) + 50 1 tan(5t) sin(5t) 25 1 y(t) = ci cos(5t) + c) sin(5t) 2. sec(54) + tan(56) sin(56) 50 O y(t) = C1...
Use the elimination method to find a general solution for the given linear system, where the differentiation is with respect to t. x' = 6x – y y' = 6y – 9x
find the general solution of the differential equation by using the system of linear equation. please need to be solve by differential equation expert. d^2x/dt^2+x+4dy/dt-4y=4e^t , dx/dt-x+dy/dt+9y=0 Its answer will look lile that: x(t)= c1 e^-2t (2sin(t)+cos(t))+ c2 e^-2t (4e^t-3sin(t)-4cos(t))+ 20 c3 e^-2t(e^t-sin(t)-cos(t))+2 e^t, y(t)= c1 e^-2t sin(t)+ c2 e^-2t(e^t-2sin(t)-cos(t))+ c3 e^-2t(5e^t-12sin(t)-4cos(t))
Please show solutions. Answer: 1. Find a general solution to the following differential equations: (a) y" + y = 0 (b) y" – 2y' + 264 = 0 (c) 4x²y" – 3y = 0 (d) y" + 4y = 9 sin(t). (e) y" – 6y' + 9y = 6e3x 1. (a) y = ci + c2e- (b) y = cle' cos(5t) + czet sin(5t) (c) y = cit-1/2 + c2t3/2 (d) y = ci cos(2t) + c2 sin(2t) + 3...
Find the general solution of y” + 4y' + 5y = 0. Select one: • a. y = {-2x (cos(x) + sin(x)) b. y = e-24 (A cos(x) + B sin(x)) c.y = Cje-2x (cos(x) + sin(x)) O d. y = e*(A cos(2x) + B sin(2x))