Linear Prog COP4355_Part_35

Linear Prog COP4355_Part_35 - Chapter 13 Learning Curves...

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144 Chapter 13 Learning Curves Chapter 13 Learning Curves 13.1 (a) T N = T 1 x N b T 5 = (300)(5) log.8/log 2 = (300)(5) -0.096919913/.30102996 = (300)(5) -0.321928095 = 178.7 hours (b) T N = T 1 x C N T 1-5 = (300)(3.738; From Table 13.2) = 1,121.4 hours (c) T 1-18 = (300)(9.716) = 2,914.8 hours 13.2 (a) T 3 = (9)(3) log .7/log 2 = 5.114 hours (b) T 5 = (9)(5) log .7/log 2 = 3.932 hours 13.3 T 1-3 = T 1 + T 2 + T 3 T 1 = 15 minutes T 2 = (15)(2) log .7/log 2 = 10.5 minutes T 3 = (15)(3) log .7/log 2 = 8.523 minutes Σ T1-3 = 15 + 10.5 + 8.523 = 34.023 minutes
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Solutions Manual and Workbook 145 13.4 (a) T 2 = (75)(.850; From Table 13.2) = 63.75 minutes (b) T 4 = (75)(.723) = 54.23 minutes (c) T 8 = (75)(.614) = 46.05 minutes 13.5 (a) T 4 = (1)(4) log .95/log 2 = (1)(4) -0.074000582 = .902 hours = (.902)(60) = 54.15 minutes (b) Σ T1-4 = T 1 + T 2 + T 3 + T 4 T 1 = 60 min or 1 hour T 2 = (1)(2) log .95/log 2 = .95 hrs x (60 min/hr) = 57 min T 3 = (1)(3) log .95/log 2 =.922 hrs x(60 min/hr) = 55.32 min
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Linear Prog COP4355_Part_35 - Chapter 13 Learning Curves...

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