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Applied Statistics and Probability for Engineers, 5th edition 15 January 2010 2-1 CHAPTER 2 Section 2-1 2-1. Let a and b denote a part above and below the specification, respectively. = { } ,,,,,,, bbbbbababbaaabbabaaabaaaS 2-2. Let e and o denote a bit in error and not in error (o denotes okay), respectively. ⎪ ⎪ ⎠⎪ ⎪ ⎬ ⎫ ⎪ ⎪ ⎩ ⎪ ⎪ ⎨ ⎧ = oooooeooeoooeeoo oooeoeoeeooeeeoe ooeooeeoeoeoeeeo ooeeoeeeeoeeeeee S ,,, ,,,, ,,,, ,,,, 2-3. Let a denote an acceptable power supply. Let f, m, and c denote a power supply that has a functional, minor, or cosmetic error, respectively. = { } ,,, cmfaS 2-4. S = { } ,...2,1,0 = set of nonnegative integers 2-5. Let y and n denote a web site that contains and does not contain banner ads. The sample space is the set of all possible sequences of y and n of length 24. An example outcome in the sample space is S = { } yynnynyyynnynynnnnyynnyy 2-6. A vector with three components can describe the three digits of the ammeter. Each digit can be 0,1,2,...,9. The sample space S is 1000 possible three digit integers, S = { 999,...,001,000 } 2-7. S is the sample space of 100 possible two digit integers. 2-8. Let an ordered pair of numbers, such as 43 denote the response on the first and second question. Then, S consists of the 25 ordered pairs { } 1112 55 , ,..., 2-9. S = { } E091,...,2,1,0 in ppb. 2-10. S = { } ,...,2,1,0 in milliseconds 2-11. S = { } K 0.14,2.1,1.1,0.1 2-12. Let s, m, and l denote small, medium, and large, respectively. Then S = {s, m, l, ss, sm, sl, ….} 2-13 S = { } ,...,2,1,0 in milliseconds. 2-14. automatic transmission transmission standard without wi
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