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MATH 450

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MATH 450 Week 1 Homework .....
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MATH 450 Week 1 Quiz .....
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MATH 450 Week 2 Homework .....
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MATH 450 Week 2 Quiz .....
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1)The equations y1 = x^3 and y2 = x^5 form the basis of the second-order ODE x^2y” – 7xy’ + 15y = 0. Solve the initial value problem for the ODE given y(1)=0.4 and y’(1)=1 2)Find the general solution of the second-order ODE xy’’ + y’ = x^2 by reducing to first-order form 3)Find the genera.....
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.(TCO 2) Obtain the general solution of the second-order homogeneous ODE . Also obtain the particular solution given initial conditions   and . 2.(TCO 2) Find a particular solution of the second-order non-homogeneous ODE  using the undetermined coefficients method. 3.(TCO 2.....
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1)Find an ODE for which the given functions e-2x, xe-2x, and x2e-2x form a basis of solutions. 2)Find an ODE for which the given functions cos(x), sin(x), xcos(x), and xsin(x) form a basis of solutions. 3)Obtain the general solution of the ODE yiv–29y”+100y=0. 4)Obtain a general .....
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MATH 450 Week 4 Quiz .....
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Homework Problem Work  1. Find a general solution of the given ODE y''+15y'+50y =0 by converting it to a system. Verify the result using the previously known analytical method of solving second-order ODE. 2. Find a general solution of the given ODE y''+2y'-24y = 0 by converting it to.....
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1.(TCO 5) Apply the power series method to obtain the solution of . Compare this with the result obtained using MATLAB dsolve function. 2.(TCO 5) Solve the initial value problem of using power series method given . 3.(TCO 5) Using the Frobenius method, find a basis of solutions of the ODE.....
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1.(TCO 6) Find the Laplace transform of the function . Verify using MATLAB. 2.(TCO 6) Find the Laplace transform of the function . Verify using MATLAB. 3.(TCO 6) Using partial fractions method solve the initial value problem given   and . Verify using MATLAB. 4.(TCO 6) Using.....
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