In FBC, a programme was organized for weekend by Christian Union, two other student groups that is student from Makeni and Bo respectively reached the climax of their end of the year celebrations that same weekend, some students will be in a dilemma as to which of these activities they should attend. This was borne out of the possibility of student belonging to more than one of the groups organizing the various activities that is a student could be from Makeni and be a member of Christian Union. To this end, students were given code as follows: A student who wears vest and cap with the inscription" FBC" is given code 1 A student who wears either vest or cap but not both is given code 2 A student from Makeni is given code 3 A student from Bo is given code 4 Other students are given code 9 Note: A student may have more than one code but one of the codes will eliminate the effect of the others A student who has a code 1 will uncontroversially attend the Christian Union programme. A student who has code 2 will attend the Christian programme if he is not a member of any other group but if he belongs to any other group then he can only attend the end of the year party. A student with code 3 or 4 attends the end of the year party while a student with code 9 should be left alone and a student with no code should be reported to the authority. Draw a flowchart to show thorough analysis of this dilemma.
