1. The problem statement, all variables and given/known data Determine whether or not the vector functions are linearly dependent? u=(2t-1,-t) , v= (-t+1,2t) and they are written as columns matrixes. 2. Relevant equations Wronskian, but I don't think I should use it because I need to take derivatives so it doesnt seem like it would work. 3. The attempt at a solution I took the determinate and got (2t-1)(2t) - (-t)(-t+1) =0 got t=0 and t= 1/3 but I dont really know if im even doing this correctly. I know that if we have just values instead of functions then if the determinate equals 0 then that means that its linear dependent, but again in this case I'm clueless. Here are two values which make the det zero but not all values of t make the det zero. Any help is appreciated.