In each of 13 and 14, determine whether the members of the given set of vectors arelinearly independent for < t < . If they are linearly dependent, find the linear relationamong them.As in 7 through 11, the vectors are written as row vectors to save space.x(1)(t) = (et, 2et), x(2)(t) = (et, et), x(3)(t) = (3et, 0)

Lecture 19: Derivatives of Inverse Functions (Sections 3.8 and 3.9) Theorem. (Derivative of the Inverse) Assume that f is diﬀerentiable and one-to-one...