MIT 6.042/18.062J Mathematics for Computer Science
Fall 2008
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Course Overview6.042 covers applications of Discrete Mathematics to Computer Science.
The only prerequisite is 18.01. If you have already taken 18.310, you should not be taking 6.042. There are 90-minute lectures
on Tuesday and Thursday in 32-123. There are also mandatory 1-hour
recitations on Wednesday and Friday focused on solving problems in small
groups. Recitation times and locations are listed here. ReadingYou should read Nuts and Bolts of Proofs by Cupillari in the first two weeks. This is the only required reading for the course; however, comprehensive lecture and recitation notes will be posted for your reference. Problem SetsThere is a problem set each week. Problem sets are generally released on Tuesday, due the following Monday evening at 7 PM in the locked boxes at the elevator lobby in 32-G5, and returned in recitation on Wednesday. Be neat! Graders may deduct for sloppiness. Late homework is generally not accepted, but talk to your recitation instructor if a special circumstance arises. Please do not refer to course materials from previous terms. You may work with other students, but your writeup must be entirely your own. On the top of your homework, list:
If you had no collaborators and consulted no written sources, then write, "I worked alone." Homework without a collaboration statement will not be graded. ExamsThere are 2-hour quizzes on October 15th, 7:30-9:30 pm in room 10-250 and November 12th, 7:30-9:30 pm in room 10-250. There is also a final exam on December 17th at 1:30-4:30 pm in Johnson Athletic Center. Students may bring one 8.5" x 11" sheet with notes handwritten on both sides to quiz 1, two sheets to quiz 2, and 3 sheets to the final. GradingWe compute a percentage score based on your coursework and then assign a letter grade as follows:
Your percentage score is the weighted average of your scores in five areas: homework, recitation, quiz 1, quiz 2, and the final exam. Scores in the five individual areas are determined as follows:
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