Consider the relation R space equals space open curly brackets left parenthesis $2$ comma $3$ right parenthesis comma space left parenthesis $4$ comma $5$ right parenthesis comma space left parenthesis $2$ comma $4$ right parenthesis comma space left parenthesis $3$ comma $3$ right parenthesis comma space left parenthesis $2$ comma $2$ right parenthesis comma space left parenthesis $1$ comma $1$ right parenthesis comma space left parenthesis $4$ comma $4$ right parenthesis comma space left parenthesis $5$ comma $5$ right parenthesis comma space left parenthesis $3$ comma $2$ right parenthesis close curly brackets defined on D space equals space left curly bracket $1$ comma $2$ comma $3$ comma $4$ comma $5$ right curly bracket

Is the relation reflexive $($yes or no$)?$

Is the relation symmetric $($yes or no$)?$

Is the relation transitive $($yes or no$)?$

Is the relation a function $($yes or no$)?$