Please be sure you know how to use LaTex(proof need to be written in LaTex) and since it’s a difficult course, be sure you are good at it!!!!! You have to be good at math!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
Things we should achieve in the term paper:
Answer all questions in the magic worm problem with theorems and proofs. (notes of this course has been attached)
Be sure to look at the example paper(it’s too difficult for students, it’s just an example of what our term paper should looks like)
Magic Worms. A magic worm is an adult if it is one foot long; if it is less that one foot long then it is a baby. Adult magic worms do not grow; a baby magic worms grows at the rate of one foot per day until it becomes an adult. If you cut a baby magic worm into two pieces each piece dies, but if you cut an adult magic worm into two pieces, you get two live baby magic worms. Starting with one adult magic worm, how many adult magic worms can you have after one day? after 2 days? Do you need to use phrases like infinitely many or arbitrarily many to answer these questions?
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