EDB — 1CG

Exercises

1. [1CG]Suppose that \(f:ℝ→ℝ\) be differentiable, with \(f'=f\): prove, in an elementary way, that that there exists \(𝜆∈ℝ\) s.t. \(f(x) = 𝜆 e^ x\).

   Solution 1

   [1CH]↺↻