Thanks to the Writing Studio consultants who visited us and provided a useful introduction to college writing. Please remember that you can schedule a consultation with the Writing Studio at any time in the writing process. The handouts from yesterday’s session are available on the Writing Studio website, along with lots of other useful handouts on writing. The Writing Studio also hosts a number of events each semester, including “Dinner and Draft,” a chance to hear faculty members talk about their writing processes. The “Dinner and a Draft” line-up this fall includes two great guests, Keivan Stassun (Astronomy) and Kate Daniels (English).
We also wrapped up our discussion of decimation ciphers and relatively prime numbers yesterday, mostly drawn from the Barr textbook, Section 2.2. I’ve been meaning to tell you that I’ve placed a copy of the Barr textbook on reserve in the Science & Engineering Library (the one in the basement of Stevenson Center), so if you don’t have a copy, you now have access to one.
Speaking of Barr, here’s the theorem I didn’t write on the board yesterday since it’s in the Barr book. I’m putting it here for easier reference.
Theorem: (The Fundamental Theorem of Arithmetic) Each integer greater than 1 is either prime or the product of powers of primes. Moreover, in the latter case, if an integer is written as a product of powers of primes, and these factors are written in increasing order of the primes, then no other factorization is possible.
Image: “pen and paper” by Flickr user LucasTheExperience, Creative Commons licensed.