With reasoning would be amazing!

2. Let R be a partial order relation on set ((1), 12), (3), (4), (1,2), 13,4), [1,2,3), (2,3,4) such that (X,Y) E R if and only if XSY. a. (5 pt.) Show that R is a partial order relation by determining its properties. b. (5 pt.) Draw a Hasse diagram for R c. (1 pt.) Find all the maximal elements of R d. (1 pt.) Find all the minimal elements of R e. (1 pt.) Find a pair of comparable elements in R. f. (1 pt.) Find a pair of incomparable elements in R g. (1 pt.) Is R a total order