This problem has been solved!Answer (1 of 13) Solution (Try this yourself first!) Step 1 Assume a solution will be proportional to e^(λ x) for some constant λ Step 2 Substitute y(x) = e^(λ x) into the differential equation ( d^2 )/( dx^2)(e^(λ x)) e^(λ x) = 0 Substitute ( d^2 )/( dx^2)(e^(λ x)) = λ^2 e^(λ x)0 Then y 1 (x) c 2 c 1 y 2 (x) = 0 or y 1 (x) = – c 2 1 y 2 (x) = C y 2 (x) Therefore Two functions are linearly dependent on the interval if and only if one of
Draw The Graph Of The Equation 2x Y 3 0 Using The Graph Find The Value Of Y When A X 2 B X 3
