I am stuck in this problem.
Describe the dual space of $C[0,1]$, where $C[0,1]$ is the Banach space of all real continuous functions on $[0,1]$ induced norm $ \|x\|_{\max}=\sup_{t\in [0,1]}|x(t)|\quad \forall x\in C[0,1]. $
Thank you for all helping.