When multiple strains of the same bacterial species are sequenced, w.pdf

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What would you consider to be a successful information system implementation? In 3-to-5 sentences. Why. Solution System implementation attempts offer strange challenges to information technology experts and the Organizations impacted by the implementations. A winning implementation can reap huge rewards in Organizational forces and efficiencies. A breakdown can use up an association of people, funds and vitality. As a result, many populaces have puzzled over the reasons for the achievements and failures knowledgeable with these Implementations. This paper inspects these puzzling as presented through scholarly investigate and first-hand accounts of system implementations in institutions of higher culture and discovers that many responds lie outside the limits of technology..

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When multiple strains of the same bacterial species are sequenced, what are the features of their
genome that are typically observed?
Solution
Multiple strains of the same bacterial species features:
The sequencing of multiple strains from the same bacterial species has clearly demonstrated that
horizontal gene transfer accounts for the majority of intraspecies genome differences.
Comparative analysis of these bacterial sequences has revealed the movement of phage DNA by
lateral transfer as having significant impact on the evolution of the host genome.
Escherichia coli is an important component of the biosphere and is an ideal model for studies of
processes involved in bacterial genome evolution. The diversity within the species E. coli, and
the overlap in gene content between this and related species, suggests a continuum rather than
sharp species borders in this group of Enterobacteriaceae.

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1. Choose the best answer for each statment/question. a.) Which statement describes the difference between the normal neuron protein PrPC and the pathogenic version PrPSc In a persistent infection, the host cell is continually releasing new viral particles slowly. In a latent infection, there are periods of time where the virus is not replicating and creating new viral particles. b.) One hypothesis that has been proposed to explain the development of viruses suggests that viruses were beneficial because they allowed for rapid gene transfer, especially in prokaryotic cells, and therefore increased genetic diversity. If most bacteriophages were temperate, then this could have increased horizontal gene transfer between prokaryotic cells and potentially could have increased fitness. With respect to this hypothesis, why would it matter whether the bacteriophages were temperate or virulent? Temperate phages don\'t immediately kill their hosts. c.) One hypothesis that has been proposed to explain the development of viruses suggests that viruses were beneficial because they allowed for rapid gene transfer, especially in prokaryotic cells, and therefore increased genetic diversity. Why is this hypothesis stronger with respect to prokaryotic cells than if large, complex eukaryotic organisms had been involved? In eukaryotic organisms with sexual reproduction, great genetic diversity can be accomplished through crossing over and independent assortment in meiosis. d.) Why do some bacteriophages, like X174, using rolling circle replication instead of the bidirectional replication?Persistent infections always lead to cell lysis, while latent infections never lead to cell lysis.In a latent infection, the host cell is continually releasing new viral particles slowly. In a persistent infection, there are periods of time where the virus is not replicating and creating new viral particles.Persistent infections can cause transformation of the host cell, which can lead to the development of cancer. Latent infections do not cause transformation. In a persistent infection, the host cell is continually releasing new viral particles slowly. In a latent infection, there are periods of time where the virus is not replicating and creating new viral particles. b.) One hypothesis that has been proposed to explain the development of viruses suggests that viruses were beneficial because they allowed for rapid gene transfer, especially in prokaryotic cells, and therefore increased genetic diversity. If most bacteriophages were temperate, then this could have increased horizontal gene transfer between prokaryotic cells and potentially could have increased fitness. With respect to this hypothesis, why would it matter whether the bacteriophages were temperate or virulent?Temperate phages are capable of lysogeny and their genetic material can be integrated into the host genome, causing damage rather than increasing fitness.Virulent phages are capable of lysogeny and their genetic.

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A complete set of chromosomes/genes inherited as a unit from one parent called genome. The entire genetic complement of a living organism. The total amount of genetic information in the chromosomes of an organism, including its genes and DNA sequences. The genome of eukaryotes is made up of a single, haploid set of chromosomes that is contained in the nucleus of every cell and exists in two copies in the chromosomes of all cells except reproductive and red blood cells. The human genome is made up of about 35,000 genes.

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EX 25-15 Decision on accepting additional business Brightstone Tire and Rubber Company has capacity to produce 170,000 tires. Brightstone presently produces and sells 130,000 tires for the North American market at a price of $175 per tire. Brightstone is evaluating a special order from a European automobile company, Euro Motors. Euro is offering to buy 20,000 tires for $116 per tire. Brightstone\'s accounting system indicates that the total cost per tire is as follows: OBJ. 1 $ 56 Direct materials Direct labor Factory overhead (60% variable) Selling and administrative expenses (45% variable) Total 25 26 $129 Brightstone pays a selling commission equal to 5% of the selling price on North Ameri- can orders, which is included in the variable portion of the selling and administrative expenses. However, this special order would not have a sales commission. If the order was accepted, the tires would be shipped overseas for an additional shipping cost of $7.50 per tire. In addition, Euro has made the order conditional on receiving European safety certification. Brightstone estimates that this certification would cost $165,000. a. Prepare a differential analysis dated January 21 on whether to reject (Alternative 1) or accept (Alternative 2) the special order from Euro Motors. b. What is the minimum price per unit that would be financially acceptable to Brightstone? Solution 1. 2.Differential AnalysisReject Order (Alt. 1) or Accept Order (Alt.2)January 21Reject OrderAccept OrderDifferential Effect on Income(Alternative 1)(Alternative 2)(Alternative 2)Revenues 22,750,000 25,070,000 2,320,000(130000*175)(130000*175)+(20000*116)CostsDirect Materials 7,280,000 8,400,000 1,120,000(130000*56)(150000*56)Direct Labor 2,860,000 3,300,000 440,000(130000*22)(150000*22)Variable Factory Overhead 1,950,000 2,250,000 300,000(60% of 25)(130000*60%*25)(150000*60%*25)Variable Selling and Admin Expenses15210001580000 59,000(45% of 26)(130000*45%*26)(130000*45%*26)+(20000*2.95Shipping cost - 150,000 150,000(20000*7.5)Certification cost - 165,000 165,000Income (Loss) 9,139,000 9,225,000 86,000Bright stone should accept the special order from Euro Motors.

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This question has been posted but the answer given on this site leaves an error when compiling \"No suitable method found for println(java.lang.String,) My question is for Java as follows. Create a program that has an array of length 100 which will automatically be filled with randomly generated numbers between 1 and 100 each time the program is run. Have the program ask the user to enter a number between 1 and 100. Check to see if that number is one of the values in the array. If it is display “We found your number XX at position YY in the array” If the number is not in the array tell the user that no match was found. The following is what I have so far, please advise what needs corrected to make this work for Java import java.util.*; import java.lang.*; import java.io.*; class Search { public static void main (String[] args) throws java.lang.Exception { int[] array; for (int i = 0; i < 100; i++) { array[i] = 1 + (int)(Math.random() * 100); } Scanner sc=new Scanner(System.in); System.out.println(\"Enter number between 1 and 100\"); int number=sc.nextInt(); for (int i = 0; i < 100; i++) { if (array[i] == number) { System.out.println(\"We found your number \" , number, \" at position \", i, \" in the array\"); } else { System.out.println(\"no match was found\"); break; } } } } Solution Hey, I got your mistake.It\'s the else part in the if-else condition. What\'s happening is that if even for the first number if the condition fails;the control is shifting to else block and as in else block you have applied break;the control is getting out of loop.So,actually the loop is continuing till the first unequal number only;but not for complete array So,I am now re-writing your code.Your idea is correct.It was just small mistake.

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1)What is the exact mathematical relationship between the width of a confidence interval and the Maximum Error of Estimate? 2)In your own words, describe the relationship between the standard error and maximum error. You may use the formulas for each in your explanation. 1)What is the exact mathematical relationship between the width of a confidence interval and the Maximum Error of Estimate? 2)In your own words, describe the relationship between the standard error and maximum error. You may use the formulas for each in your explanation. 1)What is the exact mathematical relationship between the width of a confidence interval and the Maximum Error of Estimate? 2)In your own words, describe the relationship between the standard error and maximum error. You may use the formulas for each in your explanation. Solution 1) Maximum Error of Estimate is half of width of confidence interval. Maximum Error = (1/2)*(Width of confidence interval) 2) Standard Error is equal to Standard Deviation, however, Maximum Error is equal to Standard Deviation multiplied by Z-score. Therefore, Maximum Error = z*(Standard Error).

1. CDOs are normally divided into tranches. Holders of this tranche .pdf

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