Find the Wronskian of the following vector functions: u(t) = [3t - 1 -2t], v(t) = [-2t + 1 3t] a). 12 t^2 b). -12 t^2 - t c). -13 t^2 - t d). -5 t^2 + 2t e). 5t^2 - t f). None of the above.

Question

Find the Wronskian of the following vector functions: u(t) = [3t - 1 -2t], v(t) = [-2t + 1 3t] a). 12 t^2 b). -12 t^2 - t c). -13 t^2 - t d). -5 t^2 + 2t e). 5t^2 - t f). None of the above.

Accepted Answer

TheWronskianof the given vector functions is. So the option e is correct.In the given question, we have to find the Wronskian of the followingvector functions:andThomas Muir gave theWronskiandeterminant its name after Józef Hoene-Wroski introduced it in 1812. It is applied to the study of differential equations, and in some cases, it can reveallinear independenceamong a group of solutions.Wronskian vector functions =Now solving the vectorWronskian vector functions= (3t-1)3t - (-2t)(-2t+1)Wronskian vector functions =Wronskian vector functions =Wronskian vector functions =To learn more aboutWronskian vector functionslink is herebrainly.com/question/14309076#SPJ4...

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Find the Wronskian of the following vector functions: u(t) = [3t - 1 -2t], v(t) = [-2t + 1 3t] a). 12 t^2 b). -12 t^2 - t c). -13 t^2 - t d). -5 t^2 + 2t e). 5t^2 - t f). None of the above.

Find the Wronskian of the following vector functions: u(t) = [3t - 1 -2t], v(t) = [-2t + 1 3t] a). 12 t^2 b). -12 t^2 - t c). -13 t^2 - t d). -5 t^2 + 2t e). 5t^2 - t f). None of the above.