Q:

Is it fine to present dichotomous variable as mean and SD

Is it statistically correct to present dichotomous variable as mean and SD in descriptive tables ? (ex: Female mean(sd) = 
 (0.36 (0.48)), Stroke (mean (sd)) = 0.07 (0.25)) 
Is there any advantage on presenting it in mean and sd?

A:

In fact, you can present only mean, and it will fully describe the distribution of your variable.
If the variable is dichotomious, it means that in the fraction $p$ of observations it is True, and in the rest $(1-p)$ observations it is False. Its mean thus is exactly $p$, and SD is $\sqrt{p(1-p)}$.
For more clarity, you could add the number of observations. It would show, how reliably your sample mean estimates the "true" population proportion $p$.

