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### sln11

Course: EAS 4510, Spring 2005
School: University of Florida
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Word Count: 520

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Homework EAS4510 #11 Solution #1) Given: 4 + ( 4n 2 - U xx - U yy ) 2 + (U xx U yy - U xx 2 ) = 0 0 0 0 0 0 = 2 2 + b + c = 0 1,2 = -b b 2 - 4c 2 (i) 1,2 = i = i = 0.7071 + 0.7071i 0.7071 - 0.7071i -0.7071 - 0.7071i -0.7071 + 0.7071i (ii) 1,2 = 4 9i = 4 9i 2.6314 - 1.7101i = -2.6314 + 1.7101i 2.6314 + 1.7101i -2.6314 - 1.7101i (iii) 1.7101 + 2.6314i 1.7101 - 2.6314i -1.7101 - 2.6314i...

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University of Florida - EAS - 4510
EAS4510 Homework #10 Solution #1) Given: f ( x, y ) = x 3 + 5 x 2 + 8 x + y 2 - 2 y + 5 = 0 f = 3 x 2 + 10 x + 8 = 0 x f = 2y - 2 = 0 y The only point that satisfies all three of these equations is: ( x, y ) = (-2,1) The point (-1,1) also resembles a
University of Florida - EAS - 4510
HW#9 Problem 1 For hyperbolic orbit 2 V 42 e = 1 + 2 = e2 - 1 2 V = a e2 - 1 rp = a (1 - e) a = - 2 ,a &lt; 0 a = 2 rp = - (1 - e) V V V 2 Problem 2 Given R1 = RE = 1AU R2 = RM = 1.524 AU AU 3 yr 2 Non-Hohmann Transfer rpT = 1AU
University of Florida - EAS - 4510
EAS 4510 Homework #6 Solutions #1) Problem 3.8, BMW: rp1 = 1.1DUe1 = .290 a1 = 1.5493DU rp 2 = 5 DU e2 = .412 a2 = 8.5034 DUra1 = 1.99859 DUra 2 = 12.0068 DUTwo possible transfer orbits to analyze are a) going from inner orbit at periapsis to
University of Florida - EAS - 4510
HW#7 Problem 1 (a) F [ E ] = E - e sin E - M F [ M ] = M - e sin M - M = -e sin M 0 M sin M 0 -e sin M 0 F [ M ] 0 e 0 (b) F [ E ] = E - e sin E - M F [ M + e] = M + e - e sin( M + e) - M = e(1 - sin( M + e) 0 M 0 M + e sin( M + e)
University of Florida - EAS - 4510
EAS4510 Homework #8 Solution Note: Chapter 4 of Orbital Mechanics by Prussing and Conway is helpful. #1) P1 is the periapsis position and P2 is the top of the minor axis for an orbit with eccentricity e = 0.1 . Use terminal velocity vectors to show t
University of Florida - EAS - 4510
EAS 4510 HW#4 Solutions Spring 2005 1) Problem 1.4 BMW: Six constants of integration are required for a complete solution to the two-body (relative motion) problem. Why, in general, is a completely determined closed solution of the N-body problem an
University of Florida - EAS - 4510
HW#3 Problem 1 H C = ri mi Rii H C = r m1 R1 + r2 m2 R2 1 And the definition of the position of C.M. wrt pt. O: RCo =m1 R1 + m2 R2 m1 + m2RCo = 0 m1 R1 + m2 R2 = m1 r + m2 r2 = 0 1 m1 r = - m2 r2 = - m2 ( r + r ) r = - 1 1 1 m1 r = -
University of Florida - EAS - 4510
EAS 4510 HW#2 Solutions Spring 2005 1) The direction cosines matrix for a 3-1-3 rotation through Euler angles , i , is:C 3-1-3 = C ( 3, ) C (1, i ) C ( 3, ) C 3-1-3 0 0 cos() sin() 0 cos( ) sin( ) 0 1 - sin( ) cos( ) 0 0 cos(i ) sin(i )
Exercise 4-1 (20 minutes) a. To record issuing raw materials for use in production: Work in Process-Molding Department . 28,000 Work in Process-Firing Department . 5,000 Raw Materials . b. To record direct labor costs incurred: Work in Process-Moldin
BUAD310Page 1BUAD 310 Case 1 - Summer 2008 Total 100 points Due 6/30/08In this case you will apply many of the statistical techniques learned in part 1 of BUAD310. Instructions: This exercise uses data from the file Forbes94mod.MTB, ForbesSampl
Chapter 5Cost Behavior: Analysis and UseTypes of Cost Behavior PatternsRecall the summary of our cost behavior discussion from Chapter 2.Summary of Variable and Fixed Cost BehaviorCost Variable In Total Total variable cost is proportional to th
Exercise 16-9 (20 minutes) 1. Earnings per share:Earnings per share= =Net income - Preferred dividends Average common shares outstanding \$105,000 - \$0 =\$5.25 per share 20,000 shares2. Dividend payout ratio:Dividend payout ratio=3. Dividend y
Chapter 6Cost-Volume-Profit RelationshipsThe Basics of Cost-VolumeProfit (CVP) AnalysisWIND BICYCLE CO. Contribution Income Statement For the Month of June Total Per Unit Sales (500 bikes) \$ 250,000 \$ 500 Less: variable expenses 150,000 300 Contr
Exercise 12-2 (10 minutes) 1.Margin = =Net operating income Sales \$5,400,000 = 30% \$18,000,000Sales Average operating assets \$18,000,000 = 0.5 \$36,000,0002.Turnover = =3. ROI = Margin Turnover= 30% 0.5 = 15%Exercise 12-9 (20 minutes)
Chapter 7Variable Costing: A Tool for ManagementOverview of Absorption and Variable CostingThe only cost of driving my car on a 200 mile trip today is \$12 for gasoline.Variable CostingMcGraw-Hill/Irwin The McGraw-Hill Companies, Inc., 2003O
Chapter 10 Standard CostingStandard Cost Card Variable Production CostA standard cost card for one unit of product might look like this:AStandard Quantity or Hours3.0 lbs. 2.5 hours 2.5 hoursBStandard Price or RateAxBStandard Cost per Un
Chapter 11Flexible Budgets and Overhead AnalysisStatic Budgets and Performance ReportsStatic budgets are prepared for a single, planned level of activity.Performance evaluation is difficult when actual activity differs from the planned level of
Chapter 12Segment Reporting and DecentralizationDecentralization in OrganizationsBenefits of DecentralizationLower-level managers gain experience in decision-making.Lower-level decision often based on better information. Top management freed to
Chapter 13Relevant Costs for Decision MakingCost Concepts for Decision MakingA relevant cost is a cost that differs between alternatives.McGraw-Hill/Irwin The McGraw-Hill Companies, Inc., 2003Identifying Relevant CostsCosts that can be eli
In-class Practice 4 (Bring this to class)NAME: _ USC ID#:_ Friday Lab time:_ PART 1 - MULTIPLE CHOICE [5 points each] 1. a) b) c) d) e) 2. a) b) c) d) e) 3. a) b) c) d) e) 4. If Durbin-Watson statistic is close to 0, and then we can conclude that, T
BUAD 310 Summer 08- Dr. Arif AnsariTopics Covered Hypothesis Testing and CorrelationHomework # 2 - 100 points (Due date 06/25/2008- Wednesday)For Home Work 2, Turn in Question 1(30 points), Parts (c)-(l), Question 2 (30 points) and Question 3 (30
CH 9- Profit PlanningAdvantages of BudgetingDefine goal and objectives Communicating plans Think about and plan for the futureAdvantagesCoordinate activities Means of allocating resourcesUncover potential bottlenecksMcGraw-Hill/Irwin The M
Exercise 10-13 (45 minutes) 1. Students' answers may differ in some details from this solution.Financial Profit margin +Revenue per employee+Sales+Customer Number of new customers acquired +Customer satisfaction with effectiveness+Cu
Exercise 9-3 (15 minutes)Required production of calculators . 60,000 90,000 150,000 100,000 Number of chips per calculator . 3 3 3 3 Total production needs-chips . 180,000 270,000 450,000 300,000FirstQuarter-Year 2 Second ThirdFourthYea
11th Edition Chapter 4McGraw-Hill/IrwinCopyright 2006, The McGraw-Hill Companies, Inc.Systems Design: Process CostingChapter FourMcGraw-Hill/IrwinCopyright 2006, The McGraw-Hill Companies, Inc.Similarities Between Job-Order and Process
Exercise 13-2 (30 minutes) 1. No, the housekeeping program should not be discontinued. It is actually generating a positive program segment margin and is, of course, providing a valuable service to seniors. Computations to support this conclusion fol
Exercise 16-3 (30 minutes) 1. Calculation of working capital:Working capital = Current assets - Current liabilities = \$22,680 - \$19,400 = \$3,2802. Calculation of the current ratio:Current ratio =Current assets Current liabilities \$22,680 = = 1
Exercise 11-2 (15 minutes) 1. Canyonland Boat Charter Service Flexible Budget Performance Report For the Month Ended August 31 Actual Costs Incurred for 140 Charters \$10,360 7,630 2,210 20,200 7,855 14,450 735 3,950 26,990 \$47,190 Flexible Budget Bas
Exercise 10-1 (20 minutes) 1. Cost per 2 kilogram container . Less: 2% cash discount . Net cost . Add freight cost per 2 kilogram container (1,000 Kr 10 containers) . Total cost per 2 kilogram container (a) . Number of grams per container (2 kilogra
Chapter 5 (Additional) Cost Estimation10 - 1Relevant RangeVariable and fixed cost behavior patterns are valid for linear cost functions only within the given relevant range. Costs may behave nonlinear outside the range.When volume breaks o
In-class Practice 5NAME: _ USC ID#:_ Friday Lab time:_ PART 1 - MULTIPLE CHOICE [5 points each] 1. a) b) c) d) e) 2. a) b) c) d) e) 3. a) b) c) d) e) 4. In regression analysis, the variance of error, is given by, MSR (SST-SSR) / DFE MST-MSR (SST-SSE
BUAD 310 Case 2, Summer 2008 Dr. Ansari's ClassTotal 100 points Due 7/30/08 (Wednesday)Case 2In this case you will apply many of the statistical techniques learned in part 2 of BUAD310. Instructions: This exercise uses data from the file Magaz
Exercise 7-1 (15 minutes) 1. Under absorption costing, all manufacturing costs (variable and fixed) are included in product costs. Direct materials . Direct labor . Variable manufacturing overhead. Fixed manufacturing overhead (R600,000 10,000 units
Exercise 3-5 (10 minutes) Actual direct labor-hours. 12,600 Predetermined overhead rate . \$23.10 = Manufacturing overhead applied . \$291,060Exercise 3-9 (30 minutes) 1. Since \$320,000 of studio overhead cost was applied to Work in Process on the b
BUAD 310 Summer 2008 - Dr. Arif AnsariHomework # 1 (100 points) Turn in your homework to me on (06/04/08).The problem below cover most of the topics covered in class in the first two weeks. The quizzes, midterm and final will have questions simila
BUAD310NAME: _SAMPLE_ LAB TIME: _ USC ID:_BUAD 310Dr. ARIF ANSARISAMPLE Miderm 1This exam is closed book. 1 Sheets (2 pages) of formula and definitions is allowed. Write your answers on the exam sheets. If you need more space, continue your
In-class Practice 2NAME: _ USC ID#:_ SIGNATURE:_ PART 1 - MULTIPLE CHOICE [5 points each] ARIF ANSARI BUAD 3101. a) b) c) d)Based on the Normal Quantile plot, we can say , The Width is approximately uniformly distributed The Width is approximate
In-class Practice 1 (Bring to class)NAME: _ USC ID#:_ SIGNATURE:_ PART 1 - MULTIPLE CHOICE [5 points each] 1. A sample size of 20 is drawn from a population of size 200. The sample is drawn in such a way that every possible sample of size 20 is equa
Exercise 5-1 (15 minutes) 1.Fixed cost .\$1,100 \$1,100 \$1,100 Variable cost . 520 468 494 Total cost ..\$1,620 \$1,568 \$1,594 Cost per cup of coffee served * .\$0.810 \$0.871 \$0.839 * Total cost cups of coffee served in a weekCups of Coffee Served in
Exercise 6-3 (10 minutes) 1. The company's contribution margin (CM) ratio is: Total sales . Total variable expenses . = Total contribution margin . Total sales . = CM ratio .. \$300,000 240,000 60,000 \$300,000 20%2. The change in net operating inco
Exercise 2-8 (15 minutes) 1. No. It appears that the overtime spent completing the job was simply a matter of how the job happened to be scheduled. Under these circumstances, an overtime premium probably should not be charged to a customer whose job
In-class Practice 3 Topics covered - Hypothesis Testing and Correlation (Bring the first 18 pages to class on 9/29 &amp; 10/2)NAME: _ USC ID#:_ SIGNATURE:_ ARIF ANSARI BUAD 310Part 1MULTIPLE CHOICE [2 points each]1.In statistical hypothesis testi
University of Texas - PHY - 2425,2426
University of Texas - PHY - 2425,2426
University of Texas - PHY - 2425,2426
University of Texas - PHY - 2425,2426
University of Texas - PHY - 2425,2426
University of Texas - PHY - 2425,2426
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 1 - MATH 251, WINTER 20071. Consider the following vector spaces (you do not need to prove those are vector spaces, unless specified): (1) The vector space V1 of continuous functions f : [0, 1] R, where we define f + g to be
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 2 - MATH 251, WINTER 20071. Let B = {(1, 1), (1, 5)} and C = {(2, 1), (1, -1)} be bases of R2 . Find the change of basis matrices B MC 8 and C MB between the bases B and C. Let v = ( 28 ) with respect to the standard basis. F
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 3 - MATH 251, WINTER 20071. Let T : V V be a nilpotent linear operator. Prove that if n = dim(V ) then T n 0. Show that for every n 2 there exists a vector space V of dimension n and a nilpotent linear operator T : V V su
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 4 - MATH 251, WINTER 20071. Deduce from the theorems on determinants the following: (1) If a column is zero, the determinant is zero. (2) det(A) = det(At ), where At is the transposed matrix. (3) If a row is zero, the determi
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 5 - MATH 251, WINTER 20071. (A) Let W be a k-dimensional subspace of Fn . Prove that there are n - k linear equations such that W is the solutions to that homogenous system. (B) Let W1 = Span ({(1, 1, 0, 0), (0, 1, 1, -1)}) a
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 10 - MATH 251, WINTER 20071. Let A be a matrix in block form: A1 0 A= 0 Prove that A = A 1 A 2 A r , and mA = lcm{mA1 , mA2 , , mAr }. You may use the formula Ab 1 0 Ab = 0 for every positive integer b. Proof. We
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 11 - MATH 251, WINTER 20071. It is known that a differentiable function f : R2 R has a maximum at a point P if f /x = f /y = 0 at P and the 2 2 symmetric matrix -2f x2 2f xy 2f xy 2f y 2is positive definite; minimum at
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 9 - MATH 251, WINTER 20071. Calculate the characteristic and minimal polynomial of the following matrices with real entries. In each case determine the algebraic and geometric multiplicity of each eigenvalue. Decide which mat
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 8 - MATH 251, WINTER 2007In this assignment F = R or C. 1. Consider results of an experiment given by a series of points: (x1 , y1 ), (x2 , y2 ), . . . , (xn , yn ), where x1 &lt; x2 &lt; &lt; xn and the xi , yi are real numbers. W
McGill - MATH - 251
SOLUTION TO ASSIGNMENT 6 - MATH 251, WINTER 20071. Let T : V W be a linear map and define T : W V by (T (g)(v) := g(T v). Prove the following lemma: LEMMA 1. (1) T is a well-defined linear map. (2) Let B, C be bases to V, W , respectively. L
Berkeley - BIO - X26
How do surgery, radiation and chemotherapy work in a complementary manner in treating a patient with cancer? Surgical resection aims at removing about 99% of the tumor cells the remaining 1% of the most recently produced tumor cells must be exposed t
Thomas Edison State - MATH - MAT 231
Assignment #2, Calculus I ( -36% total) -5% section 2.3, #52. The numerator is -x+3, which cancels yielding a -1, with the factor x - 3 in the denominator.-9% Section 2.3, #58. The quantity does not equal itself squared. Instead, you need to multip
Thomas Edison State - GER - GER 412
GER-412-OL-009 Identify the stage of defense delivered by the following components of the immune system:Lymphatic vessels: Carries lymph, transports fluid that carries WBC (lymphocytes). Without functioning lymph vessels, lymph cannot be drained an