here we find eigenvalues and eigenvectors of A.
using this we find solution.
x(t) and y(t) is the required solution.
(4)Use variation of parameters to find the general solution of da 3r-3y+4 dt dy = 2x- 2y-1 dt
dr Consider the system: = 4x – 2y dy = x + y dt (a) Determine the type of the equilibrium point at the origin. (35 points) (b) Find all straight-line solutions and draw the phase portrait for the system. (35 points) (c) What is the general solution to the system? (15 points) (d) Find the solution of the system with initial conditions: x(0) = 1 and y(0) = -1. (15 points)
dy Find solution for initial valued problem:-3y + 2 3t ,y(0)--1 dt dy Find solution for initial valued problem:-3y + 2 3t ,y(0)--1 dt
Find the general solution to the system of differential equations: dx/dt = 2x - y dy/dt = 3x - 2y please write legible
Find the general solution of the following: x dy/dx +3y =x^3 -x y=?
Use the elimination method to find a general solution. x(t), y(t) for the given system. · = x + 2y dy = -4x - 3y dt
Find the solution to the given systems (a) X'=X X(0)= (b) dx/dt=5x+y dy/dt=-2x+3y We were unable to transcribe this imageWe were unable to transcribe this image
Find the general solution for the differential equation. x dy/dx + 3y = 4x2 – 3x; x>0 y=_______
#6 (50 pts) Find the general solution of the given system. = x+y dt dy dt -2x - y
Question 1 : Solve the following system of equations: du at = 22 + +3y dy = 2x + y dt Question 2: State if the following system of equations have Unique solution, no solution or infinite solutions. Explain why? dx = x+2y at dy dt = x+2y