I have the logical function f$($a$,$b$,$c$,$d$,$e$)=\backslash$Sigma m$(1,2,3,9,14,17,21,22,25,29,30)+$d$(4,6,11,12,19,23,27)$

a$)$ draw the complete karnaugh map

b$)$Enter the variable e and then c$.$

c$)$ With the map of two entered variables, obtain the minimum function in the sum of products form