Differential Equations, Super Position Theorem
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Differential Equations, Super Position Theorem
Given ypi 3e2+ and yp2 = 3 = 12 + 3x...
Given ypi 3e2c and Yp2 = 22 + 3.2 are, respectively, two particular solutions of y"...
Given ypi 3e2c and Yp2 = 22 + 3.2 are, respectively, two particular solutions of y" -6y + 5y –9e22 and y” -6y + 5y = 5x2 + 3x – 16 Find a particular solution of y” -6y + 5y = -5x2 – 3x + 16 – 18e2c (Hint: Super position theorem in chapter 4.) ОУр 2x2 + 6x + e22 yp = -22 3x + 6e2: None of them Yp = 22 + 3.2 6e2.r
Need help with this DE Problem Given Ypl 3e21 and yp2 = x+ + 3x are,...
Need help with this DE Problem
Given Ypl 3e21 and yp2 = x+ + 3x are, respectively, two particular solutions of y” -6y + 5y = -9e22 and y” -6y + 5y = 5.x2 + 3x – 16 Find a particular solution of y" -6y + 5y = -5x2 – 3x + 16 - 18e2x
SOLVE THE FOLLOWING SYSTEM OF EQUATIONS BY THE CRAMER'S METHOD 3X+5Y+3Z-12 2X+5Y-2Z-6 3x+6Y+3Z-3 a) X Y b) CHEC...
SOLVE THE FOLLOWING SYSTEM OF EQUATIONS BY THE CRAMER'S METHOD 3X+5Y+3Z-12 2X+5Y-2Z-6 3x+6Y+3Z-3 a) X Y b) CHECK YOUR RESULTS. (USE MATRICE FUNCTIONS, PRESS F2. AND THEN PRESS CTRL+SHIFT+ENTER) 3IF Y-SINC) EXPOO. INTEGRATE Y FROM X-0 Tox-1. COMPARE WITH REAL VALUE IF DX-0 a) INT b) INT ,IF DX- 005 REAL VALUE 3) Plot sin x letting maco c/ Prepave hese cuves 4) SOLVE THE FOLLOWING SYSTEM OF EQUATIONS BY INVERSE METHOD 3 X+3Z-13 2X +5 Y-2Z-2 3 X+6Y+2Z-3 Z-...
Question 1 5 pts Determine the Laplace transform of the given function f(t) = teu cos...
Question 1 5 pts Determine the Laplace transform of the given function f(t) = teu cos 4t OF(s) = (8-4)2-16 [18-4)2+16) None of them OF(8) (8-4)2-16 [(-4)2+4)* (8-4)2-4 [(8-4)2 +16] OF(s) Question 2 5 pts The general solution for the differential equation with x as the independent variable to y(4) - y" – 9y' +11y +6y=is_(Hint: y(x) = e(1- 2) is a solution.] 32 + Cle2 Oy(x) = cze(1+x2)x + cze(1-12x + c3 e3x + c4e-2x y(x) = cjell-v2)x +...
Theorem. Consider the quadratic form Q(x) = Ar where A is anxn symmetric matrix and A,...
Theorem. Consider the quadratic form Q(x) = Ar where A is anxn symmetric matrix and A, and denote the largest and smallest eigenvalues of A, respectively. Then max Q(x) = 2 = max Q() = 1 and Q0.) = 1, where is any unit eige vector corre sponding to ii) in (r) and QU.) where is any unit eigen vector corresponding to do 1. - Find max Q(x) and min Q(x). 1) Q(1) = 3x + 43273 +673 ii) Q(z)...
help with all except numbers 21-26 16. Solve the differential equation by using the Cauchy-Euler Equation 17. Find the solution to the given Initial Value Problem using Green's Theorem 0,y'...
help with all except numbers 21-26
16. Solve the differential equation by using the Cauchy-Euler Equation 17. Find the solution to the given Initial Value Problem using Green's Theorem 0,y'(0)s 0 y(0) y" + 6y' + 9y x, 18. Find the solution to the given Boundary Value Problem y" ty-1, y(O)0, y(1) 19. Solve the system of differential equations by systematic elimination. dy dt dt 20. Use any procedure in Chapter 4 to solve the differential equation subjected to the...
need all questions answered as soon as possible i have an operations management test in the...
need all questions answered as soon as possible i have an
operations management test in the morning and really need these to
study. im having a lot of trouble answering the problems and need
to see hpw it is done. thank you.
Name: _01. Which of the choices below constitutes a simultaneous solution to these equations? (3pts.) (1) 3X + 2Y = 10 and (2) 5X + 4y = 14? a. X = 6, Y = .4 b. X =...
Given ypi 3e2c and Yp2 = 22 + 3.2 are, respectively, two particular solutions of y" -6y + 5y –9e22 and y” -6y + 5y = 5x2 + 3x – 16 Find a particular solution of y” -6y + 5y = -5x2 – 3x + 16 – 18e2c (Hint: Super position theorem in chapter 4.) ОУр 2x2 + 6x + e22 yp = -22 3x + 6e2: None of them Yp = 22 + 3.2 6e2.r
Need help with this DE Problem
Given Ypl 3e21 and yp2 = x+ + 3x are, respectively, two particular solutions of y” -6y + 5y = -9e22 and y” -6y + 5y = 5.x2 + 3x – 16 Find a particular solution of y" -6y + 5y = -5x2 – 3x + 16 - 18e2x
SOLVE THE FOLLOWING SYSTEM OF EQUATIONS BY THE CRAMER'S METHOD 3X+5Y+3Z-12 2X+5Y-2Z-6 3x+6Y+3Z-3 a) X Y b) CHECK YOUR RESULTS. (USE MATRICE FUNCTIONS, PRESS F2. AND THEN PRESS CTRL+SHIFT+ENTER) 3IF Y-SINC) EXPOO. INTEGRATE Y FROM X-0 Tox-1. COMPARE WITH REAL VALUE IF DX-0 a) INT b) INT ,IF DX- 005 REAL VALUE 3) Plot sin x letting maco c/ Prepave hese cuves 4) SOLVE THE FOLLOWING SYSTEM OF EQUATIONS BY INVERSE METHOD 3 X+3Z-13 2X +5 Y-2Z-2 3 X+6Y+2Z-3 Z-...
Question 1 5 pts Determine the Laplace transform of the given function f(t) = teu cos 4t OF(s) = (8-4)2-16 [18-4)2+16) None of them OF(8) (8-4)2-16 [(-4)2+4)* (8-4)2-4 [(8-4)2 +16] OF(s) Question 2 5 pts The general solution for the differential equation with x as the independent variable to y(4) - y" – 9y' +11y +6y=is_(Hint: y(x) = e(1- 2) is a solution.] 32 + Cle2 Oy(x) = cze(1+x2)x + cze(1-12x + c3 e3x + c4e-2x y(x) = cjell-v2)x +...
Theorem. Consider the quadratic form Q(x) = Ar where A is anxn symmetric matrix and A, and denote the largest and smallest eigenvalues of A, respectively. Then max Q(x) = 2 = max Q() = 1 and Q0.) = 1, where is any unit eige vector corre sponding to ii) in (r) and QU.) where is any unit eigen vector corresponding to do 1. - Find max Q(x) and min Q(x). 1) Q(1) = 3x + 43273 +673 ii) Q(z)...
help with all except numbers 21-26
16. Solve the differential equation by using the Cauchy-Euler Equation 17. Find the solution to the given Initial Value Problem using Green's Theorem 0,y'(0)s 0 y(0) y" + 6y' + 9y x, 18. Find the solution to the given Boundary Value Problem y" ty-1, y(O)0, y(1) 19. Solve the system of differential equations by systematic elimination. dy dt dt 20. Use any procedure in Chapter 4 to solve the differential equation subjected to the...
need all questions answered as soon as possible i have an
operations management test in the morning and really need these to
study. im having a lot of trouble answering the problems and need
to see hpw it is done. thank you.
Name: _01. Which of the choices below constitutes a simultaneous solution to these equations? (3pts.) (1) 3X + 2Y = 10 and (2) 5X + 4y = 14? a. X = 6, Y = .4 b. X =...
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