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paula lee

paula l.

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2. The duct layout is as shown in the figure. Velocity of air at section AB is 7.5 m/s. Determine the sizes of duct using equal friction pressure drop method, if the aspect ratio is 0.8 and the frictional pressure drop. 10 cmm 8 cmm 6 cmm C' 3 m D' 3 m E' 3 m 10 m 7 m 5 m 5 m 12 cmm B C D E F 5 m A 3 m 3 m 3 m C" D" E" Fan 10 cmm 8 cmm 6 cmm

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24 2 points Amino acids are defined by: the central carbon the amino group the carboxyl group the side group

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According to Carnes, which of the following would be the most effective therapy for the sex addict? Multiple choice question. Hormonal treatments Castration 12-step program In-patient psychotherapy

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The South Division of Monty Company reported the following data for the current year. able[[Sales,$2,950,000 The South Division of Monty Company reported the following data for the current year Sales $2.950.000 Variable costs 1.947,000 Controllable fixed costs 605,000 Average operating assets 5,000,000 Top management is unhappy with the investment center's return on investment (ROI).It asks the manager of the South Division to submit plans to improve ROI in the next year.The manager believes it is feasible to consider the following independent courses of action 1. Increase sales by $300,000 with no change in the contribution margin percentage 2. Reduce variable costs by$155.000 3. Reduce average operating assets by 3.00% Return on Investment % (b)Using the ROI equation,compute the ROI under each of the proposed courses of action.(Round ROI to 2 decimal places,e.g.1.57%. Return on investment Action1 % Action 2 % Action 3 %

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14 1 point Consider a small orchard producing organic fruits. The marginal revenue estimates of the orchard: The additional funds received from selling one more unit of the fruit. The cost of producing one additional unit of the fruit. The funds received from selling each unit of the fruit. The cost of producing each unit of the fruit.

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Now I'll run two regressions. The first just regresses inspection score on the number of locations the chain has: InspectionScore = \beta_0 + \beta_1 NumberofLocations + \epsilon (13.2) and the second adds year of inspection as a control: InspectionScore = \beta_0 + \beta_1 NumberofLocations + \beta_2 YearofInspection + \epsilon (13.3) AMR.2: Which of the following statements regarding the regression equations above (13.2 and 13.3) is TRUE? a. Both the dependent variable and independent variables in regressions 13.2 and 13.3 are the same. b. The dependent variable differs between regressions 13.2 and 13.3. The independent variables in regressions 13.2 and 13.3 are the same. c. The dependent variable in regressions 13.2 and 13.3 are the same. The independent variables differ between regressions 13.2 and 13.3.

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P6-21 Bond value and changing required returns Bond X has a coupon rate of 8% and Bond Y pays a 4% annual coupon. Both bonds have 10 years to maturity. The yield to maturity for both bonds is now 8%. a. If the interest rate rises by 2%, by what percentage will the price of the two bonds change? b. If the interest rate drops by 2%, by what percentage will the price of the two bonds change? c. Which bond has more interest rate risk? Why?

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Graph the solution of the following system. 4x + y ? 8 x ? 2 Use the graphing tool to graph the system.

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Please answer 37, 45, and 43. Thank you! In Exercises 33-52, evaluate the indefinite integral: 33. ∫(1/(x+16)) dx 34. ∫(2x+6)/(x^2+4x+7) dx 35. ∫(9x^2+16)/(2x^2+4x+6) dx 36. ∫(3t+3)/(12-1) dt 37. ∫(4x) dx 38. ∫(9√(r^2)) dx 39. ∫(25) dx 40. ∫(x√(4x^2+25)) dx 41. ∫(ln(x))/(4√(x^25)) dx 42. ∫(1/x) dx 43. ∫(x√(ln(x))^2) dx 44. ∫(2/x) dx 45. ∫(√(tan^2(x))) dx 46. ∫((1+4x^2)/(9+sin(t))) dt 47. ∫(x[1+(ln(x))] sec(x)) dx 48. ∫(√(4tan(x))) dx

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12. Using the below graph find the shortest path algorithm to find the shortest path from node h to node d. b 2 c 3 d 3 7 6 2 5 2 7 5 4 f 4 6 a e 3 g 7 5 4 4 4 5 h 2 i 6 j

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