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1. Why is risk management important Risks can be managed and the e ect of risks can be minimized. However, minimizing risk requires that you identify and manage risks. 2. Consider driving to the airport to catch a plane on an airline that you have not used before. What risks might be unique to this trip to the airport, and which ones might be managed as part of the normal trip to the airport Normal risks Running out of gas, at tires, weather delays, tra c accidents, forgetting suitcases Unique risks Construction on highway to airport, possibly di erent terminal, checkin delays speci c to this airline

f[x0_] Module[{fact = 1, x = x0}, While[x > 1, fact = x * fact; x = x 1]; Print[fact]] f[0] 1 f[5] 120 f[10] 3 628 800

To clarify how a module works, consider the next example. Although the same module is executed three times, the variable, which appears as x, is actually assigned three different local names. Because of this clever bookkeeping, all three are independent and none will conflict with global variable x.

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Up in the top right hand corner of the iTunes app, as in virtually every other iPad app, you have a search window. Touch Search, and the search window and the on device keyboard will pop up. Once you start typing, the iPad will begin to try to match your entry with possibilities.

factorlist[x0_] Module[{x = 1}, While[x x0, If[Mod[x0, x] 0, Print[x]]; x++]] factorlist[1] 1 factorlist[10] 1 2 5 10 factorlist[11] 1 11

factorlist[90] 1 2 3 5 6 9 10 15 18 30 45 90

1. Analyze the potential risks for the dental o ce problem in 4, Problem 2. Classify the risks as normal or unique to this project.

Type in the artist, song name, video name, podcast name, or album you are searching for, and the iPad will display detailed matches. Be as general or as specific as you would like. If you are just looking to browse all particular songs by an artist, type the artist s name. If you want a specific song or album, enter the full name of the song or album. When you locate the song or album name, simply touch it and you will be taken to the purchase page.

A.6 A very crude way of determining the position of a prime within the sequence of primes is to examine the list of all primes up to and including the prime in question and determine its position in the list. If the number is not in the list, then the number is not prime. Construct a module that will determine whether a number is prime, and if so, determine its position. If not, return a message indicating that it is not prime.

pos[x0_] Module[{x = 1, prm}, prm = False; While[Prime[x] x0 && Not[prm], If[Prime[x] x0, prm = True]; x ++]; If[prm, Print[x 1], Print["Not a Prime"]]] pos[1] Not a Prime pos[2] 1 pos[3] 2 pos[101] 26 pos[1001] Not a Prime

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