dx +2 +2x = sin(2t)u(t) with the ICs x(0) = 4 and x(0)=-4. dt dt a)...

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dx +2 +2x = sin(2t)u(t) with the ICs x(0) = 4 and x(0)=-4. dt dt a) Use the MATLAB "dsolve" command to solve the ODE. You might want to include "assume(t > 0);" in your code and use 'simplify' on the result. (Symbolic answer - No floating point numbers). Solve the ODE dx +2 +2x = sin(2t)u(t) with the ICs x(0) = 4 and x(0)=-4. dt dt a) Use the MATLAB "dsolve" command to solve the ODE. You might want to include "assume(t > 0);" in your code and use 'simplify' on the result. (Symbolic answer - No floating point numbers). Solve the ODE dx +2 +2x = sin(2t)u(t) with the ICs x(0) = 4 and x(0)=-4. dt dt a) Use the MATLAB "dsolve" command to solve the ODE. You might want to include "assume(t > 0);" in your code and use 'simplify' on the result. (Symbolic answer - No floating point numbers). Solve the ODE

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To solve the given ordinary differential equation ODE using MATLABs symbolic toolbox and the dso... View the full answer