Hypoglycemia is the most common serious side effect of insulin- It occ.pdf

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Hypoglycemia is the most common serious side effect of insulin. It occurs in approximately 16% of Type I and 10% of Type II diabetic patients. Consider a sample of 100 Type II diabetics taking insulin. Round to 4 decimal places (a) P (more than 16 having hypoglycemia) = (b) P ( 15 to 39 patients having hypoglycemia ) =.

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THE PARTYBUS CLASS(40 marks) Some persons were concerned over whether a ministry should be getting involved with an activity that could be considered non-productive. To appease detractors, the ministry came up with a solution that every party should have a purpose. The effect on your implementation is that your PartyBus will be EITHER a specialized SportBus or a specialized TrainingBus. Note also that the Ministry of Transport wants to evaluate multiple potential solutions, so has prescribed that the pool of programmers (which include you), submit a solution that meets the following criteria: If the first letter of your surname is M or smaller, a PartyBus is a specialized SportBus. calculation for PartyBus Estimated value foodArea x superclass getEstimate(type, numPersons, level)/(3 x barArea) import java.util.ArrayList; public class TrainingBus extends Bus { private int teacherArea; private int studentArea; private int wifiRange; private ArrayList<String> courseList; public TrainingBus(String name, int basePrice, int wifiRange, int lev, Ministry mny, int teacherArea, int studentArea, String courseList) { super(name, 0, basePrice, lev, mny); this.teacherArea = teacherArea; this.studentArea = studentArea; this.wifiRange = wifiRange; this.courseList = new ArrayList<String>(); this.setize(teacherArea + studentArea); this.tripTypes += ",TRAINING"; String[] courses = courseList.split(","); for (String course : courses) { this.courseList.add(course.trim()); } } private void setize(int i) { } public double getTeacherArea() { return teacherArea; } public double getStudentArea() { return studentArea; } public int getBasePrice() { return 2 * super.getBasePrice(); } public int getEstimate(String type, int numPersons, int level) { int numCourses = courseList.size(); int estimate = super.getEstimate(type, numPersons, level); return (5 * teacherArea * estimate) / numCourses; } } import java.util.ArrayList; import java.io.*; public class Driver { public static void main(String[] args) throws IOException { // TODO Auto-generated method stub PrintStream outFile = new PrintStream(new File("Project1.Output.txt")); System.setOut(outFile); //Nothing below here has changed ArrayList<Planner> planners = new ArrayList<Planner>(); Ministry mny = new Ministry("TRANSPORT" ); Bus[] buses = populateBuses(mny); Planner p1 = new Planner("Planner1",100000,mny,buses); Planner p2 = new Planner("Planner2",50000,mny, buses); Planner p3 = new Planner("Planner3",60000,mny,buses); Planner p4 = new Planner("Planner4",2000000,mny,buses); Planner p5 = new Planner("Planner5",72500000,mny,buses); planners.add(p1); planners.add(p2); planners.add(p3); planners.add(p4); planners.add(p5); int testDays=3; for (int i=0; i< testDays;i++) { for(Planner pl:planners) { int approvalId=-1; System.out.println("======================================"); System.out.println(pl.getName()+ "[budget:$"+pl.getBudget()+"] planning basic transport for 10 people on day "+ i); if ((approvalId=pl.planTrip(10, ".

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The Paris Paint Company is in the process of planning labor force requirements and production levels for the next four quarters. The marketing department has provided production with the following forecasts of demand for Paris Paint over the next year. Assume that there are currently 280 cmployces with the company. Employees are hired for at least one full quarter. Hiring costs amount to $1 , 200 per employee and firing costs are $2 , 500 per employee. Inventory costs are \$1 per gallon per quarter. It is estimated that one worker produces 1,000 gallons of paint cach quarter. Assume that Paris curreatly has 80,000 gallons of paint in inventory and would like to end the year with an inventory of at least 20,000 gallons. a. Determine the minimum constant workforce plan for Paris Paint and the cost of the plan. Assume that stock-outs are not allowed. b. If Paris were able to back-order excess demand at a cost of $2 per gallon per quarter, determine a minimum constant workforce plan that holds less inventory than the pian you found in part ( a ) , but incurs stock-outs in quarter 2. Determine the cost of the new plat..

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The overhead that had been applied to production during the year is distributed among Work in Process. Finished Goods, and Cost of Goods Sold as of the end of the year as follows: For example, of the $40 , 000 ending balance in work in process, $19 , 500 was overhead that had been applied during the year: Required: 1. Identify reasons for entries (a) through (d). 2. Assume that the underapplied or overapplied overhead is closed to Cost of Goods. Sold. Prepare the necessary journal entry 3. Assume that the underapplied or overapplied overhead is closed proportionally to Work in Process. Finished Goods, and Cost of Goods Sold. Prepare the necessary joumal entry. Complete this question by entering your answers in the tabs below. Identify reasons for entries (a) through (d)..

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If the inner lining of the air sacs of birds is neither thin nor highly vascularized, then what can be reasoned about the air sacs function? a) They cannot effectively moisturize the air before it reaches the lungs. b) They must not belong to the respiratory system. c) They must obtain nutrition from some other source other than the bloodstream. d) They are not directly involved in gas exchange between air and blood. e) They cannot be derived from endoderm..

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If one species is chosen at random, find the following. (Write fractions only! DO NOT REDUCE.) (a) Probability of choosing a threatened reptile or endangered bird (b) Probability of choosing a mammal or threatened species (c). Probability of not choosing a foreign species (d) Given that it is a threatened species, the probability of being a U.S species. (e) Given that it is a reptile, the probability that it is endangered. ( f ) ODDS in favor of choosing a endangered species..

$If one species is chosen at random- find the following- (Write fractio.pdf$ $If one species is chosen at random- find the following- (Write fractio.pdf$

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If a plant were growing in an atmosphere with abundant CO 2 but with only 25% of the sunlight that it has evolved to use, then how would a sudden doubling of available sunlight impact the Calvin cycle? The Calvin cycle would be unaffected The Calvin cycle would produce less sugar and G3P The Calvin cycle would produce more sugar and G3P The Calvin cycle would energize fewer electron acceptors The Calvin cycle would energize more electron acceptors.

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