Is the closure of the unit ball of $C^1[0,1]$ in $C[0,1]$ compact?
For this let us take a sequence $x_n$ in $C^1[0,1]$ to show it has a convergent subseqence
How to proceed with this.I am not so sure whether it is the way to ask a question here
Is the closure of the unit ball of $C^1[0,1]$ in $C[0,1]$ compact?
For this let us take a sequence $x_n$ in $C^1[0,1]$ to show it has a convergent subseqence
How to proceed with this.I am not so sure whether it is the way to ask a question here