19 Pages

# MBA c14-20

Course Number: FIN 4309, Spring 2008

College/University: UCLA

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practice questions Chapter 14-16 Multiple Choice Identify the letter of the choice that best completes the statement or answers the question. ____ ____ ____ 1. A typical sales forecast, though concerned with future events, will usually be based on recent historical trends and events as well as on forecasts of economic prospects. 2. Errors in the sales forecast can be offset by similar errors in costs and income...

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UCLA - FIN - 4309
Practice Final MBA 730Problem 1. Aaron Athletics is trying to determine its optimal capital structure. The company's capital structure consists of debt and common stock. In order to estimate the cost of capital, the company has produced the followi
UCLA - FIN - 4309
BEAM023 and BEFM012 UNIVERSITY OF EXETER SCHOOL OF BUSINESS AND ECONOMICSJANUARY 2007Fundamentals of Financial Management Financial Theory and ManagementModule Convenor: Professor Richard HarrisDuration: TWO HOURSAnswer ALL questions in Sec
SUNY Stony Brook - MAT - 123
1MP CHAPTER 2 SOLUTIONSSection 2.11 2 5 8 3 6 91a. -A=4 71b. 3A=3 6 9 12 15 18 21 24 271c. A+2B is undefined.1 4 7 2 5 8 3 6 91d. AT=1e. BT=1 20 1 1 2461f. AB=10 15 16 241g. BA is undefined.2.y y y1 2 3.500
SUNY Stony Brook - MAT - 123
1MP CHAPTER 3 SOLUTIONSSECTION 3.1 1. max z = s.t. 30x1 x1 4x1 10x1 x1 + 100x2 + x2 7 (Land Constraint) + 10x2 40(Labor Constraint) 30(Govt. Constraint) 0, x2 02a. No, government constraint is violated. 2b. No; Labor constraint is not satisfied.
SUNY Stony Brook - MAT - 123
1CHAPTER 3 MP REVIEW PROBLEMS1. Let x1 = barrels of beer produced x2 = barrels of ale produced Then we should solve max z = 5x1 + 2x2 s.t. 5x1 + 2x2 60 2x1 + x2 25 x1, x2 0 Graphically we find the optimal solution to be z = 60, x1 = 10, x2 = 5, x1
SUNY Stony Brook - MAT - 123
1MP CHAPTER 4 SOLUTIONS SECTION 4.1 1. max z = 3x1 s.t. 2x1 x1 x1 + + + + 2x2 x2 + s1 = 100 x2 + s2 = 80 s3 = 402.min z = 50x1 + 100x2 s.t. 7x1 + 2x2 - e1 = 28 2x1 + 12x2 - e2 = 243. min z = 3x1 + s.t. x1 x1 + 2x1 x2 e1 = 3 x2 + s2 = 4 x2 = 33
SUNY Stony Brook - MAT - 123
1SOLUTIONS TO CHAPTER 4 MP REVIEW PROBLEMS 1. z x1 x2 x3 s1 s2 RHS _ 1 -5 -3 -1 0 0 0 _ 0 1 1 3 1 0 6 _ 0 5 3 6 0 1 15 _ __ 1 0 0 5 0 1 15 _ 0 0 2/5 9/5 1 -1/5 3 _ 0 1 3/5 6/5 0 1/5 3 _ This is an optimal tableau with the optimal solution being z =
Johns Hopkins - MATH - 110.211
C H A P T E R1Vectors1.1 VECTORS IN TWO AND THREE DIMENSIONS 1. Here we just connect the point (0, 0) to the points indicated :y 3 2.5 2 c 1.5 1 0.5 -1 1 2 3 x ab2. Although more difficult for students to represent this on paper, the figure
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C H A P T E R2Differentiation in Several Variables2.1 FUNCTIONS OF SEVERAL VARIABLES; GRAPHING SURFACES 1. f : R ' R : x &amp; 2x2 C 1 (a) Domain f D {x R}, Range f D {y R|y 1}. (b) No. For instance f 1 D 3 D f -1 . (c) No. For instance if y D 0,
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C H A P T E R3Vector-Valued Functions3.1 PARAMETRIZED CURVES AND KEPLER'S LAWS 1. The graph is a line segment with slope -1/2 and y intercept 3:y 4 3 2 1 x -3 -2 -1 12. In this case y D 1/x and both x and y are positive:y 4321123
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SN2, SN1, E1, E2 Reaction Flow ChartLook at -site where leaving group is attachedPrimary SN2/E2 (More SN2)Secondary E2/SN2/E1/SN1Tertiary E2/E1/SN1Bulky Nucleophile/ Base?Good Nucleophile / Strong Base?YES YES NO YES NONOE2SN2 E2/S
Maryland - CHEM - 232
Maryland - CHEM - 232
Synthesis Practice ProblemsWeek of 4/16/07Here's a warmup - fill in the missing structures/reagents:HBr???Synthesis: Complete the following syntheses clearly showing the intermediate products and the reagents/conditions needed to complete
Maryland - CHEM - 232
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Maryland - CHEM - 232
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Maryland - CHEM - 232
Equilibrium Practice ProblemsPART A:1) Predict which side the equilibrium favors 2) Estimate the Keq for the chemical equation1.OHN OH N2.OH2 OH3.O O O H 2O H3O O4.H5.OH NOH N6.O O O O O OPART B:1.Predict the products
Maryland - CHEM - 232
Equilibrium Practice Problems SOLUTIONSPART A:1.OH N O H NpKa 10pKa 10Equilibrium Favors: neither side (i.e. equal amts of reactants + products) pKa's equal Keq 10(10-10) = 100 = 1 2.OH2 OHpKa 0 Equilibrium Favors: right side Keq 10(50-
Maryland - CHEM - 232
Synthesis Practice ProblemsWeek of 5/7/07Fill in the missing reagents/starting materials/products. Show stereochemistry when applicable.1.OH??Cl Br2 CCl4?2.?HBr Br??3.?OHOH PCC OH? ? ? ?Think of two ways to get to the
Maryland - CHEM - 232
Synthesis Practice ProblemsWeek of 5/7/07 SOLUTIONSNote that other reagents may be substituted in some cases to give you the same product.1.OH POCl3 HCl -80oC Cl Br2 CCl4+ enantiomer Br Br Cl2.2eq LDA HBr Br Nao NH33.H+ OH H2O OH OH PCC
Maryland - CHEM - 232
EnergyFrequency ( ) in hertz 1020 1018 1016 1014 1012 1010Gamma RaysX-RaysUltravioletVisibleInfraredMicrowaveRadio10-1010-810-610-4 Wavelength ( ) in cm10-21
Maryland - CHEM - 232
Functional GroupsO C CAlkaneR OHAldehydeC CAlkeneR O R'KetoneCCAlkyneR O OHCarboxylic AcidCOHAlcoholR O R'EsterO C NAmineR O Cl OAcid ChlorideCOCEtherR O RAnhydrideO C SHThiolR NAmideO C S
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Problem 1.3:Problem 1.16:-Problem 1.22:Problem 1.27:
Maryland - ENES - 102
Problem 2.17:Problem 2.19:Problem 2.22:Problem 2.26:Problem 2.37(b):Problem 2.38(a):Problem 2.39(d):Problem 2.40:
Maryland - ENES - 102
Problem 2.33:-Problem 2.34:Problem 2.41(b):Problem 2.42(a):Problem 2.43(a):Problem 2.44(b):Problem 2.45:Problem 2.45: (con't)Problem 2.48:Problem 2.48: (con't.)
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Problem 3.6:Problem 3.9:Alternate Method:Problem 3.16:Problem 3.18:Problem 3.18 - Alternate Method:Problem 3.28:Problem 3.31:Problem 3.36:Problem 3.37:
Maryland - ENES - 102
Problem 3.10:Problem 3.11:Problem 3.21:Problem 3.23:Problem 3.39:-Problem 3.44:Problem 3.46:Problem 3.48:
Maryland - ENES - 102
Problem 4.1:Problem 4.4:Problem 4.13:Problem 4.19:-Problem 4.22:Problem 4.25:Problem 4.27:Problem 4.27: (con't)Problem 4.28:Problem 4.31:Problem 4.32:Problem 4.35:Problem 4.42:
Maryland - ENES - 102
Problem 5.5:-Problem 5.7:Problem 5.34:Problem 5.34: (con't)Problem 5.34: (con't)Problem 5.13:-Problem 5.9:Problem 5.12:Problem 5.12 - Alternate Method:Problem 5.14:Problem 5.33:
Maryland - ENES - 102
Problem 6.10:Problem 6.13:Problem 6.13: (con't)Problem 6.20:Problem 6.35:Problem 6.17:Problem 6.25:Problem 6.26:Problem 6.30:
Maryland - ENES - 102
Problem 7.4:Problem 7.17:Problem 7.18:Problem 7.19:Problem 7.20:Problem 7.20: (con't)Problem 7.21:Problem 7.21: (con't)Problem H.01:Problem H.02:Problem H.02: (con't)
Maryland - ENES - 102
Problem 7.5*:Problem 7.5*: (con't)Problem 7.13:Problem 7.13: (con't)Problem 7.14:Problem 7.14: (con't)Problem H.03:Problem H.03: (con't)Problem 8.4:Problem 8.14:Problem 8.15:Problem 8.21:Problem 8.5:Problem 8.12:Problem 8.
Maryland - ENES - 102
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Maryland - ENES - 102
Problem C.18:Problem C.23:Problem C.23 - Alternate Method:Problem C.27:Problem C.27 - Alternate Method:Problem C.34:Problem C.34 - Alternate Method:Problem C.25:Problem C.25 - Alternate Method:Problem C.26:Problem C.26: (con't)P
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University of Phoenix - MATH - 2811
Tirn Sono &quot;*^4 130 ,?3&quot; tJ rrt{5o 'Fi natExo.^ K&quot;, in.*JKei, . 4t t b,b . a1 0 i5lr1&amp;.+5':ou, b1.5&quot;Trb.TIk,o 8locl &quot; f3 . A 1 '4fAo%, 6q, lq&quot;, x- t 2 . s . 7 r nf,;rcL L(sLc prad- 0.0,f 5CCcs A.\tr , S., n
University of Phoenix - MATH - 2811
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University of Texas - BIO - 365R
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