An __________ hard drive is a hard disk drive just like the one inside your, where you can store any kind of file.

Q3)pls answerQuiz: QUIZ 10 This question: 30 point) possible uary 2, 2010, On Time Delivery Service purchased a track at a cost of $67.000 Before placing the track in service, Os Time spent $4.000 panting it $1,20 Market demand is given as QD - 210 -- 3P. Market supply is given as QS - 2P + 50. In a perfectly competitive equilibrium, what will be the value of consumer surplus? $1400 S2166 $3267 56538 Q2- write down the answer of the following1- Specialize formula (3) to the case where:Rc(t)=e-ct AndRv(t)=e-ct2-derive expressions for system reliability and system mean timeto failure3- t 1.75-m-long wire having a mass of 0.100 kg is fixed at both ends. the tension in the wire is maintained at 21.0 n. (a) what are the frequencies of the first three allowed modes of vibration? Provide a Summary of conceptual theories andunderpinning current approaches to strengthencommunities Which statement is true?a.Outsourcing is often helpful when a single firm does not achieveeconomies of scaleb.Outsourcing is typically helpful when a firm has no access tolabour to produce goods Please solve this todaySolve for x Q06a Regular Expressions Create an Impression Create a file in your home directory called an_impression.txt. This file must have only the lines of /course/linuxgym/gutenberg/12frd10.txt such that: The lines contain the STRING press The operation must be case - insensitive There must be no extra blank lines in the saved file So for example lines with: press or Press or PRESS should be saved in an_impression.txt Please answer all questions.5. Investigate the observability of the system x y = Cx if u (t) is a scalar and 21 (a) A = [ 2 1]. C = [11]; 0 1 0 1 2 (b) A = 1 1 -1 0 2 10 C = [101]. Ax + Bu Discuss the notion of agency in the context of onlineplatforms. A construction company has taken up a project to build a high-rise office complex. The time required to complete a construction project is normally dis- tributed with a mean of 80 weeks and a standard de- viation of 10 weeks. A construction company must pay a penalty if the project is not finished by the due date in the contract. (a) If a construction company bidding on this con- tract puts in a due date of 80 weeks, what is the probability that they will have to pay a penalty? (b) If a construction company bidding on this con- tract wishes to be 90% sure of finishing by the due date, what due date (project week #) should be negotiated? Lifecycle Motorcycle Company is expected to pay a dividend in year 1 of $2, a dividend in year 2 of $3, and a dividend in year 3 of $4. After year 3, dividends are expected to grow at the rate of 7% per year. An appropriate required return for the stock is 12%. Using the multistage dividend discount method, what is the value of the stock today? Explain why tate of diffusion of carbon dioxide increases during exercise L The most important determinant of consumption and saving is the OA. price level. B. level of income. OC. interest rate. OD. level of bank credit. Moving to another question will save this response. find the demand function for the marginal revenue function. recall that if no items are sold, the revenue is 0. r'(x)=513-0.15x 1. For the function f(x) = e*: (a) graph the curve f(x) (b) describe the domain and range of f(x) (c) determine lim f(x) 2. For the function f(x) = Inx: (a) graph the curve f(x) (b) describe the domain and range of f(x) (c) determine lim f(x) 848 (d) determine lim f(x) describe any asymptotes of f(z) (d) determine lim f(x) describe any asymptotes of f(x) Let A be a symmetric tridiagonal matrix (i.e., A is symmetric and dij = 0) whenever |i j| > 1). Let B be the matrix formed from A by deleting the first two rows and columns. Show that det(A) = a1jdet(M11) a; det(B) = Create a connected graph with 12 vertices and eleven edges or explain why no such graph exists. If the graph exists, draw the graph, label the vertices and edges, and insert an image in the box below. Also, in the box below, write the vertex set, the edge set, and the edge- endpoint function as shown on page 26 of the text. You can copy (Ctrl-C) and paste(Ctrl-V) the table to use in your answer if you like. Vertex set = Edge set = Edge-endpoint function: Edge Endpoints Letang Company has three divisions (R, S, and , organized as decentralized profit centers. Division R produces the basic chemical Ranbax, in multiples of 1,000 pounds, and transfers it to divisions S and T. Division S processes Ranbax into the final product Syntex, and division T processes Ranbax into the final product Termix. No material is lost during processing Division R has no fixed costs. The variable cost per pound of Ranbax is $0.18. Division R has a capacity limit of 10,000 pounds. Divisions S and T have capacity limits of 4,000 and 6,000 pounds, respectively. Divi- sions S and T sell their final product in separate markets. The company keeps no inventories of any kind The cumulative net revenues(i.e., total revenues-total processing costs) for divisions S and T at vari- ous output levels are summarized below Division S Pounds of Ranbax processed in S Total net revenues (S) from sale of SyntexS500 S 850 S1,100 ,200 1,000 2,000 3,000 4,000 Pounds of Ranbax processed in T Total net revenues (S) from sale of Termix Division T 1,000 S600 2,000 3,000 4,000 5,000 6,000 $2,100 $1,200 S1,800 S2,250 S2,350 ASSIGNMENT MATERIAL 1. Suppose there is no extemal market for Ranbax.What quantity of Ranbax should the Letang Company produce to maximize overall income? How should this quantity be allocated between the two process- ing divisions? Required 2. What range of transfer prices will motivate divisions S and T to demand the quantities that maximize overall income (as determined in requirement 1), as well as motivate division R to produce the sum of those quantities? 3. Suppose that division R can sell any quantity of Ranbax in a perfectly competitive market for S0.33 a pound. To maximize Letang's income, how many pounds of Ranbax should division R transfer to divi- sions S and T, and how much should it sell in the external market? What range of transfer prices will result in divisions R, S, and T taking the actions de termined as opti- mal in requirement 3? assume that k approximates from belowi) show that k2, k3, k4,... approximates A from belowii) for every m greater than or equal to 1, show that km+1, km+2,km+3... approximates A from below