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22 Pages

### 297Chap9

Course: CIVIL ENGI CE 297, Fall 2011
School: Purdue
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Word Count: 828

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of Moment inertia of an area For linearly-varying distributed loads, Resultant force R= ky dA = k A y dA = k Q x A The first moment of the area about the x -axis Qx = y dA A The first moment of the area about the y -axis Qy = A x dA CE 297 2 Moment of inertia of an area (cont.) For linearly-varying distributed loads, Resultant moment about the x -axis M= ky 2 dA = k A y 2 dA = k I x A...

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Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - CIVIL ENGI - CE 297
Purdue - STAT - 511
Homework1_2011Page 1Homework1_2011Page 2Homework1_2011Page 3Homework1_2011Page 4
Purdue - STAT - 511
79. Let A1 = older pump fails, A2 = newer pump fails, and x = P(A1 A2). Then P(A1)= .10 + x, P(A2) = .05 + x, and x = P(A1 A2) = P(A1) P(A2) = (.10 + x)( .05 + x) . Theresulting quadratic equation, x2 - .85x + .005 = 0, has roots x = .0059 and x = .8441
Purdue - STAT - 511
Purdue - STAT - 511
Purdue - STAT - 511
The question about |X| : note that |X| is always non-negative and cannot be symmetric; thisautomatically means that it cannot be normally distributed.
Purdue - STAT - 511
Homework6Page 1Homework6Page 2Homework6Page 3
Purdue - STAT - 511
Homework7Page 1Homework7Page 2Homework7Page 3Homework7Page 4Homework7Page 5Homework7Page 6Homework7Page 7
Purdue - STAT - 511
Homework8Page 1
Purdue - CIVIL ENGI - 398
PIPE IDAVFLOWMNTCEGRADEMATRLACIDITYDURBLTYP 1591611.0312.250.070014.55P 160913.4830.060152.58P 160993.1440.06014.68P 1656315.172.630.0501P 1000110.9432.50.07019.35P 100188.32.50.020115.6530.060013.75.9
Purdue - CIVIL ENGI - 398
Random number from a normal distributionRandom Number between 0 and 1Random Number between 0 and 10Random Number between 5 and 10with mean 100 and std dev 100.268489844.5609751955.60972944481.601403770.0397747135.9956192558.69709545388.7233436
Purdue - CIVIL ENGI - 398
CE 398: Introduction to Civil Engineering Systems DesignSAMPLE II of the MID-TERM EXAMTime: 75 minutesQ uestion 1 .(a) Ais defined as a collection of interacting and interrelated objects and rules.(b) Systems monitoring may be described(c) A probab
Purdue - CIVIL ENGI - 398
CE 398: Introduction to Civil Engineering Systems DesignSAMPLE II of the MID-TERM EXAMTime: 75 minutesQUESTION 1.(a) A System is defined as a collection of interacting and interrelated objects and rules.(b) Systems monitoring may be described as the
Purdue - CIVIL ENGI - 398
CE 398: Introduction to Civil Engineering Systems DesignSAMPLE II of the MID-TERM EXAMTime: 75 minutesQ uestion 1.SOLUTIONS(a) Identify any civil engineering system at any location on campus.(b) Name any 3 performance measures you would use to moni
Purdue - CIVIL ENGI - 398
CE 398: Introduction to Civil Engineering Systems DesignSAMPLE II of the MID-TERM EXAMTime: 75 minutesSOLUTIONSQUESTION 1.(a) Identify any civil engineering system at any location on campus.The CityBus public transportation system(b) Name any 3 per
Purdue - CIVIL ENGI - 398
iFORMULA SHEET - C E 398 Fall 2010Please note: You may not need all the formula on this sheet.Basic Probability Formula: p(S) = n(S)/n(U)Application of Set Theory to Probability: p(A u B) = p(A) + p(B) p(A n B)Mutuall y Exclusive Events: p(A u B ) =
Purdue - CIVIL ENGI - 398
1CE398IntroductiontoCivilEngineeringSystemsDesign,Fall2011Homework3(BasicsofProbability forCESystemsDevelopment)Due:ThursdaySeptember15Name:SOLUTIONSQ.1Consider two events P and Q.a) Write the general formula used to calculate the probability that
Purdue - CIVIL ENGI - 398
CE 398 Introduction to Civil Engineering Systems Design, FALL 2011Homework 4. The Basic of StatisticsDue September 22, 2011Name: SOLUTIONSUse the lessons learned from watching the video to answer these questions.QUESTION 1. POPULATION AND SAMPLINGIn
Purdue - CIVIL ENGI - 398
CE 398 Homework 5 SolutionsQUESTION 1 (TEST OF HYPOTHESIS)For each problem, clearly show all steps and detailed calculations and provide a sketch of the graphassociated with your final answer.1. As the site engineer at a large construction site, you h
Purdue - CIVIL ENGI - 398
Year201520162017201820192020202120222023202420252026202720282029203020312032203320342035Year01234567891011121314151617181920Costs(in Millions)100.50.50.50.50.50.50.50.50.50.50.50.50.50.50.50.5
Purdue - CIVIL ENGI - 398
1CE 398 Introduction to Civil Engineering Systems Design, FALL 2011Homework 7. Due Thursday, October 20, 2011SOLUTIONSQUESTION 1 (Tools For Multi-Criteria Decision Making for the Task for Evaluation):As the Chief Metropolitan Engineer of the SunCity,
Purdue - CIVIL ENGI - 398
1CE 398 Introduction to Civil Engineering Systems Design,FALL 2011Homework 8. Due Thursday, October 27, 2011SOLUTIONSQUESTION 1. Consider the following constraint set:x1 - 2x2 2(1)2x1 + x2 9(2)-3x1 + 2x2 3(3)x1 is unrestricted in sign(4)(5)
Purdue - CIVIL ENGI - 398
Purdue - CIVIL ENGI - 398
1CE 398 Introduction to Civil Engineering Systems Design, FALL 2011Homework 10. The Phases of Needs Assessment and System PlanningDue Thursday, November 10, 2011Name: SOL U. TIONSQUESTION 1 Needs Asesssment for CE SystemsEngineer X has claimed that