Question: Find the solution to the boundary value problem: ady 7 + by =0, y(0) = 2,y(1) = 1 Solution: SOLUTION The charateristic equation r- -

 Find the solution to the boundary value problem: ady 7 +

Find the solution to the boundary value problem: ady 7 + by =0, y(0) = 2,y(1) = 1 Solution: SOLUTION The charateristic equation r- - 6r + 5 = 0 has roots m = 1 and /2 = 5 so the general solution is The initial conditions yield the system = CI + 02 - N = gie + oge Solving the system yields c = _ and cy = 2_ 1-23 Correct Answers: . 2.03045106142319*exp (1*t) + -0.030451061423189*exp(5*t]

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