Find the general solution of the given system of equations. O O C O X = C1 X = C1 X = C1 X = C1 X = C1 7 cost- cost 7 cost- sint sint cost 7 cost - sint cost 7 cost - sint - cost 7 cost- sint - cost + C₂ + C₂ + C₂ + C₂ + c₂ 7 sint 50 = (₁-59 ) x + (-i) -7 sint x' = 7 sint + cost sint 7 sint + cost sint 7 sint + cost sint 7 sint - cost - sint - cost - sint (7) 1 + -4(2) -7 (7) - 7(1) 2 2 -7 (7) 2 + 72 - NN NN NN t cost cost- t cost t cost + 1 t cost + 2 1 51 4 (SD) 7 1 2 (17)₁ (3) (1) ¹1 (1) ¹ 2 1 2 t sint sint t sint t sint t sint (2) 1 4 1 4 1 4 (2) 2 cost - cost cost - 1 4 1 51 (5) 7 4 1 4 sint 51 (5¹) ₁ t 7 51 (1) sin 7

Q: Find a general solution. y₁ = y₁ + 2y2 + e²t Y2 = -32 +42e-2t NOTE: Write arbitrary constants as c₁,…

A: Linear differential equation  where  are functions of x or constants.Then Integrating factor (I.F.)=…

Q: Solve = I= } y = ² = ₂ 10 = x - y + y + -x + 2y - z 2z + -2 3z - W = 2 = 3 = 3 1 W + W + 5w

A: Here system of four equations is given with four unknowns .Now we have to solve the system .

Q: Az = 6, where A = --0-0 = 5 12 1 (D) y=1+x (A) y = Using that â = 1/4 the line that best fits the…

A:

Q: (x² +2y2- 11x- 3y + 31 = 0 x+y+4 3D0

A: Given equations: x2+2y2-11x-3y+31=0              (i) -x+y+4=0              (ii)

Q: B- Find the fixed point and stability for the difference equation (map) Xn+1 = x + 1.

A: Given difference equation is  xn+1 = x2n + 1…

Q: 1/2x2 + x − y − 1 = 0 (should be read as one half x squared) find the x and y coordinates

A: Given 12x2+x-y-1=0

Q: Place the correct system of equation with the correct soultion: 1. y = x+5, y=x            2.  y =…

A: Solve the (1) system of Equations,

Q: Solve x = I y = 2 = W= x -x y + Y + 2z + 2y א -2 3z 1+ ++ = 4 W = 1 W = 4 1 W 5w =

A: solve the system of equationx-y+z-w=4y+2z+w=1-z+w=4-x+2y-3z+5w=1

Q: Solve [3] - [ -50 = -13] [0] x(0) 30 - x (t) = y(t) = Question Help: Message instructor Submit…

A: Solving by matrix method

Q: Solve y + y + 2z + 3 w 1 -a + 2y 3z + 5w = 1 y = 2.

A:

Q: Solve X + Z + 2W Z= y – 2z - x + 2y - z 2x + y + 3z- || 2w = 6 -3 -2 0

A: We  can solve the given system of equation by using the elimination method.