$R/I$ when $R$ is the ring of real continuous functions – math.stackexchange.com

$R/I$ when $R$ is the ring of real continuous functions –
math.stackexchange.com

If $R$ is the ring of all real continuous functions on $[0,1]$, I am
trying to find $R/I$ where $$I=\{f\in{R}|f(.5)=0\}$$ Showing $I$ is an
ideal is not a problem since we're defining addition and ...