One method to solve dx dt is to write this as the linear differential equation dx 13 and the right hand side as 13 Sto d

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One Method To Solve Dx Dt Is To Write This As The Linear Differential Equation Dx 13 And The Right Hand Side As 13 Sto D 1 (59.08 KiB) Viewed 14 times

One method to solve dx dt is to write this as the linear differential equation dx 13 and the right hand side as 13 Sto dt Multiplying by the integrating factor e 50 left hand side as X= Ox= 750 13 750 13 +e-13t/50-C + Ae dt - 13t/50 = Then we integrate both sides of this expression with respect to t. The absence of initial conditions means a constant of integration remains in our answer. How do you prefer to write this? (both answers are correct) The limiting value of x as t→ ∞ is 15 13 50 + x = 15. 50 d dt 13t (5) xe 50 for some constant C Xx for some constant A. " we can write the