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Sagot :
Answer:
LA15; LA22
LA16; LA31; LA32
LA169; LA126;
LA127; LA141
Explanation:
Given
[tex]Courses: LA15,\ LA16,\ LA22,\ LA31,\ LA32,\ LA126,\ LA127,\ LA141,\ LA 169.[/tex]
Required
Course sequence to satisfy the prerequisite
From the course prerequisite, we have:
[tex]1.\ LA15 \to None[/tex] and [tex]3.\ LA22 \to None[/tex]
This means that LA15 and LA22 are the base courses, and they have no prerequisite. So, we have:
[tex][LA15; LA22][/tex]
LA16 and LA31 have LA15 as their direct course prerequisite. So, the sequence becomes
[tex][LA15 \to [LA16, LA31]; LA22][/tex]
To complete the sequence, we read each course and place them other their prerequisite.
See attachment for complete tree
From the tree, we have the sequence to be:
LA15; LA22
LA16; LA31; LA32
LA169; LA126;
LA127; LA141
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