31. Four outdoor equipment stores (A, B. C, D) have to decide where to locate on a 10km street (or on a (0, 10] interval), given that consumers are uniformly distributed along this street. The equilibrium locations are: a Alocates at 1, B at 4, C at 6 and Dat 9. b. A and B are adjacent at 2.5, C and Dare adjacent at 75. c. Alocates at 0, B at 3.3, C at 6.6 and Dat 10. d. all four stores locate at 5. 32 Assume two political parties compete during an electoral campaign. Voters' preferences are uniformly dstributed along a unit interval political spectrum, with extreme left" at 0 and extreme "right" at 1. Where would these two parties choose to locate their political platforms? a There will be one extreme left party and one extreme right party. b. Both parties would position themselves at the centre. There will be one left-wing party located at 0.25 and one right-wing party located at 0.75. C.

31. Four outdoor equipment stores (A, B. C, D) have to decide where to locate on a 10km street (or on a (0, 10] interval), given that consumers are uniformly distributed along this street. The equilibrium locations are: a Alocates at 1, B at 4, C at 6 and Dat 9. b. A and B are adjacent at 2.5, C and Dare adjacent at 75. c. Alocates at 0, B at 3.3, C at 6.6 and Dat 10. d. all four stores locate at 5. 32 Assume two political parties compete during an electoral campaign. Voters' preferences are uniformly dstributed along a unit interval political spectrum, with extreme left" at 0 and extreme "right" at 1. Where would these two parties choose to locate their political platforms? a There will be one extreme left party and one extreme right party. b. Both parties would position themselves at the centre. There will be one left-wing party located at 0.25 and one right-wing party located at 0.75. C.

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

See similar textbooks

Similar questions

24. When the connected points on a scatterplot make a perfect y=x line, what is its (correlation) r-value? Group of answer choices r = -1 r = 0 r = 1 r = 0.5
4. By separating the variables convert the PDE into a system of ODES
7.) 7.) which of the following describes a direct relationship between and independent and a dependent variable, after controlling for a third variable? a. the bivariate relationship changes acress the partial tables. b.one partial table is the same as the bivariate table, the other(s) are very different c. the bivariate realtionship is the same across the partial tables d. the partial tables have many empty cells.
2. Two systems have a continuous load of 105 MW. Find the expected load loss (ELL) of each system if the generation is composed of : a. Six 20 MW hydro generating units each with an availability of 0.9. b. Five 25 MW thermal units each with an unavailability of 0.2.
1. Assume that you are given a 5x3 contingency table with data relating to Household Income Y and Family X. A partial analysis of the das shows that calculated =16.26. At the 0.05 level of significance, what conclusion can be drawn?
3. Yunha's demand for pineapples is: Qy = 15 – 5P Sydney's demand for pineapples is: Qs = 20 – 2P where Qy is the quantity demanded by Yunha, Qs is the quantity demanded by Sydney, and P is the price. Suppose these are the only two consumers of pineapples in the market. a) Graph Yunha's and Sydney's demand for pineapples. b) |Derive the equations for the market demand for pineapples (Hint: There is a kink, so there are two equations!). c) TOn the same graph as part (a), graph the market demand "curve" for pineapples.
6. A pipeline is to be built that will link six cities. The cost (in hundreds of millions of Yuan) of constructing each potential link is shown in the weighted graph. Find a system of pipelines to connect all the cities and yet minimize the total cost. (1) Show the system of pipelines. Give the minimum total cost. (2) A. 19 C' 25 29 12 15 16 F 17 22 D 11 18 E
3it The length of the curve z=z(t)=5e", 0
Suppose 100 consumers are equally distributed along a one mile interval ( as illustrated below t of Price Price V=50 V= 50 P z-0 1/6 1/2 5/6 z=1 Shop 1 Shop 2 Shop 3 All consumers share a common valuation of 50 and face (there and back) transport costs of 60 per mile. Assuming the whole market is currently served with three shops, what is the equilibrium price charged to consumers? Select one Oa 20 Ob. 30 Sc 40 d. 50
8. Write an 800 unit energy budget for three activities: Hunting Prey (H) which costs 10 units, Scavanging (S) which costs 3 units, and Raiding (R) the food stuff of other individuals which costs 7. What is the biologically reasonable range of values for H, S and R?
1) The following data are based on information from Domestic Affairs. Let x be the average number of employees in a group health insurance plan, and let y be the average administrative cost as a percentage of claims. X 40 20 JD 3 40 - 7 35 J 15 Y a) Make a scatter diagram and draw the line you think that best fits the data Alm boet 30 35 25 75 16 10 20 30 40 50 60 70 80 LTI 9 9 7 & b) Would you say the correlation is low, moderate, or strong? The correlation is positive or negative? Ave. Employees
ABF needs to deliver an important LTL shipment in 6 days. If the delivery is 2 days late then ABF is charged a penalty of $500. The cost of the shipment is $3,200 and costs decrease at a rate of $100 for every day deviation from the target delivery time. 1) What delivery time minimizes ABF's costs? a. 6.4 days b. 6.7 days c. 7.3 days d. 6 days e. 7 days f. 7.5 days 2) What is the Taguchi Loss cost if ABF delivers at the target delivery time? a. $2,600 b. $3,200 c. $500 d. $0 e. $3,700 f. $3,100 g. $100 Please show all the works.