In problem 9–12 use (5) to find the general solution of the given system.
9.
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A First Course in Differential Equations with Modeling Applications (MindTap Course List)
- 11. In the function y = 3x2 – 3, y is replaced by y and then y is replaced with y +2 ; the new equation in simplest form would be Oy = 6x2 – 8 Oy =2x2 – 5 Oy = 6x2 – 5 Oy = 3x2 – 8 -arrow_forwardHow do you solve the 8th question?arrow_forward7. Express the general solution to the following system in terms of real- 30-2 -1 1 0 210 valued functions: x': = 8³] X.arrow_forward
- 5. The function y₁ = r + 1 is a solution of (1-2-x²)+2(1+z)y-2yy=0. Find the general solution.arrow_forward12) Use y = [₁,2"+ to solve 2x²y" - xy + (x+1)y=0. n=0arrow_forwardQ2: Use Newton's method with x(0) = 0 to compute x) nonlinear systems. for each of the following 4차-20x + + 8 =D 0, | 1 5*1x+ 2x1 – 5x2 + 8 = 0.arrow_forward
- 6. What is the general solution of * (x² + 2xy – 4y)dx - (2 – 8xy – 4y)dy = 0 a? - 4y? = c(x - y) x? + 2y = c(x + 2y) O Option 1 O Option 2 a? + 2y? = c(x - 2y) a? + 4y? = c(x + y)arrow_forwardshow workarrow_forwardPart III Obtain the particular solutions of the following: d. y(2x* - xy + y* )dx –x (2x – y)dy =0,arrow_forward
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