probability $P(X>500)=0.5\ or\ 50\%$
let variate be X,
$z=\frac{X-\mu}{\sigma}=\frac{X-500}{50}$ //converting into normalized form
$X=50z+500$
given, X>500, therefore $50z+500>500$ or $z>0$
probability, $P(z>0)=0.5$
therefore, $P(X>500)=0.5\ or\ 50\%$
PS: you should only know that $P(z\geq0)=P(z<0)=0.5$