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In a study of the incidence of Ebola virus, 1000 subjects were followed over time, 5 of whom developed Ebola at some point during the study. The date of diagnosis and death or cure is shown for the 5 patients below. The left arrows indicate the date of Ebola diagnosis, and the horizontal lines indicate time spent living with the disease. A. Calculate the prevalence of disease in the overall nenulation on July 1, 2012 (indicated by the second of four vertical dotted lines inside the year 2012), and clearly indicate the numerator and denominator used for this calculation (4pts) B: Calculate the cumulative incidence of disease in the overall nonulation in 2012 (danuary to December- delineated by the solid blue vertical lines. and clearly indicate the numerator and denominator used for this calculation (4pts).
In a study of the incidence of Ebola virus- 1000 subjects were followe.pdf
In a study of the incidence of Ebola virus- 1000 subjects were followe.pdf
asarudheen07
In a society of population N , the probability is p that a person has a certain rare disease independently of others. Let X be the number of people who should be tested until a person with the disease is found, X = 0 if no one with the disease is found. What are the possible values of X ? Determine the probabilities associated with these values..
In a society of population N- the probability is p that a person has a.pdf
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asarudheen07
In a eukaryotic cell, mature mRNA contains Multiple Choice a poly A tail, introns, and a nucleotide cap. introns, exons, and a nucleotide cap. a nucleotide cap, poly A tail, introns, and exons. a nucleoticle cap, poly A tail, and exons..
In a eukaryotic cell- mature mRNA contains Multiple Choice a poly A ta.pdf
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In a population where the effective population size ( Ne ) is 50 , allele A 1 is under positive selection at a strength of s = 0.001 . The initial frequency of allele A 1 is 0.01 . What do you expect to happen to the frequency of allele A 1 over time? A. It will increase B. It will decrease C. It will change randomly D. It will stay the same.
In a population where the effective population size (Ne) is 50 - allel.pdf
In a population where the effective population size (Ne) is 50 - allel.pdf
asarudheen07
In a prokaryotic cell, how would the mRNA be different from a tRNA? 1.The mRNA would have an SD box but the tRNA would not have an SD box. 2.The genes for both mRNA and tRNA would code for an ATG start codon. 3. The mRNA would be translated but the tRNA would not be translated. 4. Both mRNA and tRNA would have introns. A. 1,2 and 3 B. 1 and 3 C. 2 and 4 D. 4 only E. All of 1, 2, 3 and 4 are correct..
In a prokaryotic cell- how would the mRNA be different from a tRNA- 1-.pdf
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asarudheen07
In a diploid plant species, gene R (with alleles R and r ) and gene F (with alleles F and f ) are BOT H on chromosome 1, while gene Y (with alleles Y and y ) is on chromosome 2. - Genes F and Y are far from the centromeres (on Chr 1 \& 2). - Gene R is close to the centromere (on Chr 1 ) A plant of genotype RRfYY was crossed with a rrFFyy plant to produce an F 1 plant. Use this information to answer the questions below: 1. Draw the chromosomes of the F1 plant in the G1 phase of the cell cycle. a. Use lines for the chromosomes and filled circles to represent centromeres. 2. Label the alleles of genes R,F and Y clearly on the chromosomes..
In a diploid plant species- gene R (with alleles R and r ) and gene F.pdf
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In a new TCP connection that uses Selective Acknowledgment, If = 0.125 , calculate the new RTT S after events 3-5 (times are relative to event 1 )..
In a new TCP connection that uses Selective Acknowledgment- If -0-125-.pdf
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In a paternity case, a mother, Jenny, claimed that the father of her child was Billy. Billy claimed that the father of the child was her current boyfriend, Fred. The child has blood type A, Billy has AB blood, and Jenny has type B blood. Fred is heterozygous for blood type A. List the genotypes of Jenny, Billy, and Fred using proper letters (IA, IB, and i) Jenny: Billy: Fred:.
In a paternity case- a mother- Jenny- claimed that the father of her c.pdf
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In a study of the incidence of Ebola virus, 1000 subjects were followed over time, 5 of whom developed Ebola at some point during the study. The date of diagnosis and death or cure is shown for the 5 patients below. The left arrows indicate the date of Ebola diagnosis, and the horizontal lines indicate time spent living with the disease. A. Calculate the prevalence of disease in the overall nenulation on July 1, 2012 (indicated by the second of four vertical dotted lines inside the year 2012), and clearly indicate the numerator and denominator used for this calculation (4pts) B: Calculate the cumulative incidence of disease in the overall nonulation in 2012 (danuary to December- delineated by the solid blue vertical lines. and clearly indicate the numerator and denominator used for this calculation (4pts).
In a study of the incidence of Ebola virus- 1000 subjects were followe.pdf
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asarudheen07
In a society of population N , the probability is p that a person has a certain rare disease independently of others. Let X be the number of people who should be tested until a person with the disease is found, X = 0 if no one with the disease is found. What are the possible values of X ? Determine the probabilities associated with these values..
In a society of population N- the probability is p that a person has a.pdf
In a society of population N- the probability is p that a person has a.pdf
asarudheen07
In a eukaryotic cell, mature mRNA contains Multiple Choice a poly A tail, introns, and a nucleotide cap. introns, exons, and a nucleotide cap. a nucleotide cap, poly A tail, introns, and exons. a nucleoticle cap, poly A tail, and exons..
In a eukaryotic cell- mature mRNA contains Multiple Choice a poly A ta.pdf
In a eukaryotic cell- mature mRNA contains Multiple Choice a poly A ta.pdf
asarudheen07
In a population where the effective population size ( Ne ) is 50 , allele A 1 is under positive selection at a strength of s = 0.001 . The initial frequency of allele A 1 is 0.01 . What do you expect to happen to the frequency of allele A 1 over time? A. It will increase B. It will decrease C. It will change randomly D. It will stay the same.
In a population where the effective population size (Ne) is 50 - allel.pdf
In a population where the effective population size (Ne) is 50 - allel.pdf
asarudheen07
In a prokaryotic cell, how would the mRNA be different from a tRNA? 1.The mRNA would have an SD box but the tRNA would not have an SD box. 2.The genes for both mRNA and tRNA would code for an ATG start codon. 3. The mRNA would be translated but the tRNA would not be translated. 4. Both mRNA and tRNA would have introns. A. 1,2 and 3 B. 1 and 3 C. 2 and 4 D. 4 only E. All of 1, 2, 3 and 4 are correct..
In a prokaryotic cell- how would the mRNA be different from a tRNA- 1-.pdf
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asarudheen07
In a diploid plant species, gene R (with alleles R and r ) and gene F (with alleles F and f ) are BOT H on chromosome 1, while gene Y (with alleles Y and y ) is on chromosome 2. - Genes F and Y are far from the centromeres (on Chr 1 \& 2). - Gene R is close to the centromere (on Chr 1 ) A plant of genotype RRfYY was crossed with a rrFFyy plant to produce an F 1 plant. Use this information to answer the questions below: 1. Draw the chromosomes of the F1 plant in the G1 phase of the cell cycle. a. Use lines for the chromosomes and filled circles to represent centromeres. 2. Label the alleles of genes R,F and Y clearly on the chromosomes..
In a diploid plant species- gene R (with alleles R and r ) and gene F.pdf
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asarudheen07
In a new TCP connection that uses Selective Acknowledgment, If = 0.125 , calculate the new RTT S after events 3-5 (times are relative to event 1 )..
In a new TCP connection that uses Selective Acknowledgment- If -0-125-.pdf
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asarudheen07
In a paternity case, a mother, Jenny, claimed that the father of her child was Billy. Billy claimed that the father of the child was her current boyfriend, Fred. The child has blood type A, Billy has AB blood, and Jenny has type B blood. Fred is heterozygous for blood type A. List the genotypes of Jenny, Billy, and Fred using proper letters (IA, IB, and i) Jenny: Billy: Fred:.
In a paternity case- a mother- Jenny- claimed that the father of her c.pdf
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In 2011 the Ministry of the environment reduced the acceptble concentration of Trichloroethylene to 0 , 1 g / L 1.6 g / L 72 g / L 50 g / L Question 20 (1 point) How many social housing suites reside in Mole Hill? 115 213 42 170 67.
In 2011 the Ministry of the environment reduced the acceptble concentr.pdf
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In a follow up study, you decide to test whether the prevalence of WNV in birds in Los Angeles has reached the proportion at which biologists declare an outbreak in the population (p = 0.20). You randomly sample 100 birds in LA and record whether they are infected or not. You conduct the appropriate hypothesis test and your results return a P-value of 0.15. Is there a WNV disease outbreak in the bird population of Los Angeles? The answer is yes but not sure why..
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asarudheen07
In a digital age where computers are connected via network and data are stored on the cloud, this present challenges and risks. In May 2017, a widespread ransomware campaign is impacting global corporations, government entities and home users in multiple countries. The latest version of this ransomware variantknown as WannaCryor Wanna Decryptor- has spread rapidly over the weekend. Ransomware is a program that covertly installs on devices and either mounts an extortion attack that holds data hostage or locks operating systems until a ransom is paid. Research and discuss strategies to counteract such a threat at the personal, corporate, and national levels. word count (500 words) In a digital age where computers are connected via network and data are stored on the cloud, this present challenges and risks. In May 2017, a widespread ransomware campaign is impacting global corporations, government entities and home users in multiple countries. The latest version of this ransomware variantknown as WannaCryor Wanna Decryptor- has spread rapidly over the weekend. Ransomware is a program that covertly installs on devices and either mounts an extortion attack that holds data hostage or locks operating systems until a ransom is paid. Research and discuss strategies to counteract such a threat at the personal, corporate, and national levels. In a digital age where computers are connected via network and data are stored on the cloud, this present challenges and risks. In May 2017, a widespread ransomware campaign is impacting global corporations, government entities and home users in multiple countries. The latest version of this ransomware variantknown as WannaCryor Wanna Decryptor- has spread rapidly over the weekend. Ransomware is a program that covertly installs on devices and either mounts an extortion attack that holds data hostage or locks operating systems until a ransom is paid. Research and discuss strategies to counteract such a threat at the personal, corporate, and national levels. word count (500 words).
In a digital age where computers are connected via network and data ar.pdf
In a digital age where computers are connected via network and data ar.pdf
asarudheen07
In a certain city, the daly consumplion of water (in milions or bters) follows approximately a gamma distribution with a = 2 and a 4 it the daliy capacty of that chy is 20 millon (ders of watog, what is. the probobity that on any given doy the water supply is inadequale? Click the icon to view the incempiele Gamma Function table. The probatelyy is (Round to theee decimal places as nended.).
In a certain city- the daly consumplion of water (in milions or bters).pdf
In a certain city- the daly consumplion of water (in milions or bters).pdf
asarudheen07
In a city, 70% of the people prefer Candidate A. Suppose 30 people from this city were sampled. (i) What is the mean of the sampling distribution of p ? s (ii) What is the S.E of p ? s (iii) what is the probability that 80% or more of this sample will prefer Candidate A? (iv) What is the probability that 45% or more of this sample will prefer some other candidate?.
In a city- 70- of the people prefer Candidate A- Suppose 30 people fro.pdf
In a city- 70- of the people prefer Candidate A- Suppose 30 people fro.pdf
asarudheen07
In a 1-1.5 page document (APA format, 12-point font, double-spaced) answer the following questions. 1.How might culture affect the application of the main process theories of motivation and meaning of work goals? 2. What are the main points of the Integrated Cross-Cultural Model of Leadership?.
In a 1-1-5 page document (APA format- 12-point font- double-spaced) an.pdf
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asarudheen07
In a 12-year grassland biodiversity experiment, 168 plots containing 1-16 species were established and studied. During the ten years of data collection that followed two years of establishment, precipitation during the growing season varied more than twofold and average daily high temperatures during the growing season ranged from 21.5 to 24. 4 C , creating growing 5easons with widely different climatic conditions. Ecosystern 5 tability was determined with the use of all ten years of data collected for each plot and the results are displayed below. What can you determine from these results? More diverse plots had greater ecosystem stability More diverse plots had less ecosystem stability There is no relationship between biodiversity and ecosystem stability Greater diversity leads to lower species stability.
In a 12-year grassland biodiversity experiment- 168 plots containing 1.pdf
In a 12-year grassland biodiversity experiment- 168 plots containing 1.pdf
asarudheen07
In 2022, Lisa and Fred, a married couple, had taxable income of $311 , 400 . If they were to file separate tax returns, Lisa would have reported taxable income of $130 , 700 and Fred would have reported taxable income of $180 , 700 . Use Tax Rate Schedule for reference. What is the couple's marriage penalty or benefit? Note: Do not round intermediate calculations..
In 2022- Lisa and Fred- a married couple- had taxable income of $311-4 (1).pdf
In 2022- Lisa and Fred- a married couple- had taxable income of $311-4 (1).pdf
asarudheen07
In 2022, Juanita is married and files a joint tax return with her husband. What is her tentative minimum tax in each of the following alternative circumstances? Use Tax Rate Schedule, Dividends and Capital Gains Tax Rates for reference. Note: Input all values as positive. Leave no answer blank. Enter zero if applicable. b. Her AMT base is $250 , 000 , all ordinary income. Answer is complete but not entirely correct..
In 2022- Juanita is married and files a joint tax return with her husb.pdf
In 2022- Juanita is married and files a joint tax return with her husb.pdf
asarudheen07
In 2021, El Salvador became the first in the world to adopt bitcoin as legal tender to achieve which of the following objectives: A) Attract foreign investment B) De-dollarize its economy C) To make the economy more inclusive and accessible D) Disrupt the traditional financial system (e.g., the dominant influence of the IMF in developing countries) E) All the choices are intended objectives..
In 2021- El Salvador became the first in the world to adopt bitcoin as.pdf
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asarudheen07
In 2018, which of the following is true about medical schools in the United States? Predominantly sponsored by private organizations An applicant-to-admission ratio of 4 : 1 Most affiliated with a university Women comprise 70% of medical students.
In 2018- which of the following is true about medical schools in the U.pdf
In 2018- which of the following is true about medical schools in the U.pdf
asarudheen07
In 2013, the housing market started picking up. Were people getting themselves too much into debt and hoping that the price of their homes would increase? One way to judge is to deter mine the size of mortgages (NH_MORT). Estimate the amount owed on mortgages in middle-class households.
In 2013- the housing market started picking up- Were people getting th.pdf
In 2013- the housing market started picking up- Were people getting th.pdf
asarudheen07
improved income by changing farm and handiwork production to one dominated by manufactures. A. GDP per capita B. The Industrial Revolution C. The living standard D. Investment and inventions QUESTION 12 A successful economy will encourage higher standard of living by: A. decreasing taxes for the highest earners B. fostering conditions for economic growth C. using more labor than capital to produce goods and services D. increasing welfare payments to the poor.
improved income by changing farm and handiwork production to one domin.pdf
improved income by changing farm and handiwork production to one domin.pdf
asarudheen07
import ToolKit.BigRational; import java.util.Scanner; public class Exercise13_19 { public static void main(String[] args) { Scanner input = new Scanner(System.in); System.out.print("Enter a decimal number: "); String s = input.next(); System.out.println("The fractional number is " + new BigRational(s)); } } Compiler error messages Exercise13_19.java:121: error: class, interface, or enum expected import ToolKit.BigRational; ^ Exercise13_19.java:123: error: class, interface, or enum expected import java.util.Scanner; ^ 2 errors.
import ToolKit-BigRational- import java-util-Scanner- public class Exe.pdf
import ToolKit-BigRational- import java-util-Scanner- public class Exe.pdf
asarudheen07
import java.util.*; public class MyLinkedList{ public static void main(String[] args){ } } //copy MyList to here interface MyList extends Collection { /* MyList will inherite all methods from Collection public boolean add(E e); public boolean addAll(Collection extends E> c); public void clear(); public boolean contains(Object o); public boolean containsAll(Collection> c); public boolean isEmpty(); public boolean remove(Object o); public boolean removeAll(Collection> c); public boolean retainAll(Collection> c); public int size(); public Object[] toArray(); public T[] toArray(T[] arr); */ //abstract method public void add(int index, E e); public E get(int index); public int indexOf(Object e); public int lastIndexOf(E e); public E remove(int index); public E set(int index, E e); //default method @Override public default boolean add(E e){ add(size(), e); return true; } @Override public default boolean isEmpty(){ return size()==0; } @Override public default boolean remove(Object e){ if(indexOf(e) >= 0){ remove(indexOf(e)); return true; } else{ return false; } } @Override public default boolean containsAll(Collection> c){ for(Object e : c){ if(!contains(e)){ return false; } } return true; } @Override public default boolean addAll( Collection extends E> c){ for(E e : c){ add(e); } return true; } /* removeAll: this[1,1,2,3] c[1,2,4] this.removeAll(c) [3] */ @Override public default boolean removeAll( Collection> c){ for(Object e : c){ while(contains(e)){ this.remove(e); } } return true; } /* retainAll this[1,1,2,3] c[1,2,4] this.retainAll(c) [1,1,2] */ @Override public default boolean retainAll( Collection> c){ for(E e : this){ if(!c.contains(e)){ this.remove(e); } } return true; } @Override public default Object[] toArray(){ Object[] results = new Object[size()]; int i = 0; for(E e : this){ results[i++] = e; } return results; } /* T[] array */ @Override public default T[] toArray(T[] array){ int i = 0; for(E e : this){ array[i++] = (T)e; } return array; } } class TwoWayLinkedList implements MyList { //inner static class Node public class Node { E element; Node next; Node previous; public Node(E e){ element = e; } } private Node head, tail; private int size = 0; public TwoWayLinkedList(){ /* head = null; tail = null; size = 0; */ } public TwoWayLinkedList(E[] objects){ } public E getFirst(){ return null; } public E getLast(){ return null; } public void addFirst(E e){ } public void addLast(E e){ } public E removeFirst(){ return null; } public E removeLast(){ return null; } @Override public void add(int index, E e){ } @Override public E remove(int index){ return null; } @Override public void clear(){ } @Override public boolean contains(Object e){ return false; } @Override public E get(int index){ return null; } @Override public int indexOf(Object e){ return -1; } @Override public int lastIndexOf(Object e){ return -1; } @Override public E set(int index, E e){ return null; } @Override public int size(){ return size; } //toString() @Override public String.
import java-util--- public class MyLinkedList{ public static void.pdf
import java-util--- public class MyLinkedList{ public static void.pdf
asarudheen07
Implementation - In this discussion post, you will research and post the differences between encryption at rest and in motion, then discuss what part or parts of the CIA Triad are satisfied when using encryption. In 300-words, discuss the differences between encryption at rest and encryption in motion and why this was included in the General Data Protection Regulation (GDPR) legislation in the European Union (EU). - Discuss what part or parts of the CIA Triad are satisfied when using encryption. - Please cite two (2) outside references using APA to support your research..
Implementation - In this discussion post- you will research and post t.pdf
Implementation - In this discussion post- you will research and post t.pdf
asarudheen07
import java.util.Random; public class GA { int PopulationSize; int iter; int numBits; double crossoverRate; double mutationRate; int maxIntValue = 1023; int minIntValue = 0; public GA(int PopulationSize, int iter, int numBits, double crossoverRate, double mutationRate) { this.PopulationSize = PopulationSize; this.iter = iter; this.numBits = numBits; this.crossoverRate = crossoverRate; this.mutationRate = mutationRate; } public void runGA() { //encoding and initialized the first population int[][] Population = Encoding(PopulationSize, numBits); for (int i = 0; i < iter; i++) { double[] fitness = fitnessEvaluation(Population); int[][] newPopulation = new int[PopulationSize][numBits]; for (int j = 0; j < PopulationSize; j += 2) { int[][] parents = Selection(Population, fitness); int[][] children; if (Math.random() < crossoverRate) { children = Crossover(parents); } else { children = parents; } for (int k = 0; k < 2; k++) { if (Math.random() < mutationRate) { children[k] = Mutation(children[k]); } newPopulation[j + k] = children[k]; } } Population = newPopulation; } double[] fitness = fitnessEvaluation(Population); display(Population); findBest(fitness, Population); } /** * Encode and initialize the first population * * @param n * @param numBits * @return */ private int[][] Encoding(int n, int numBits) { int[][] Population = new int[n][numBits]; for (int i = 0; i < n; i++) for (int j = 0; j < numBits; j++) { double x = Math.random(); if (x < .5) Population[i][j] = 0; else { Population[i][j] = 1; } } return Population; } /** * Calculate the fitness value of each individual */ private double[] fitnessEvaluation(int[][] Population) { double[] fitness = new double[Population.length]; for (int i = 0; i < Population.length; i++) { int x = decode(Population[i]); fitness[i] = 1023 * x - x * x; } return fitness; } /** * Use the Roulette Wheel selection Remember that the sum of the fitness ratio * is equal to 1. */ /** * Selects two individuals from the population using fitness-proportional selection. * @param Population the current population of individuals * @param fitness an array of fitness values for each individual in the population * @return a 2D array containing the selected parents */ private int[][] Selection(int[][] Population, double[] fitness) { // create a 2D array to hold the selected parents int[][] Parents = new int[2][numBits]; // calculate the total fitness of the population double totalFitness = 0; for (int i = 0; i < fitness.length; i++) { totalFitness += fitness[i]; } // create a random number generator Random rand = new Random(); // generate a random number between 0 and the total fitness of the population double r = rand.nextDouble() * totalFitness; // initialize a variable to keep track of the partial sum of fitness values double partialSum = 0; // initialize a variable to keep track of the index of the selected individual int selected = -1; // loop through the fitness values, adding them to the partial sum and checking if it excee.
import java-util-Random- public class GA { int PopulationSize- int i.pdf
import java-util-Random- public class GA { int PopulationSize- int i.pdf
asarudheen07
Immunohematology The blood bank tech Billy received a call from a newer nurse on the ICU floor requesting two units of "Kell-negative" RBCs for a patient with anti-K. The tech was flabbergasted at the nurse's lack of knowledge of the blood group systems. 1. Discuss why this request is incorrect. ( 5 pts ) 2. What should the request have stated? (5 pts).
Immunohematology The blood bank tech Billy received a call from a newe.pdf
Immunohematology The blood bank tech Billy received a call from a newe.pdf
asarudheen07
Implement a BST with the following basic components a) Create a BST for a list of data ) [use insert(value) function] a. ( 4 , 2 , 10 , 5 , 8 , 12 , 11 , 18 , 9 , 15 , 6 , 12 , 7 , 15 ) b) Print the values in in-order, preorder, and post order c) Check if the BST is balanced BST or not. If not, transform it a balanced BST d) Write delNode(val) function to delete a node from the BST and then print the remaining BST content in in-order..
Implement a BST with the following basic components a) Create a BST fo.pdf
Implement a BST with the following basic components a) Create a BST fo.pdf
asarudheen07
Imagine you have just gone through a three-way merger of companies. One company makes computers. One company makes phones. One company makes software applications used on computers and phones. You are designing the new organization for the combined company. You want to ensure ideas are shared and common functions are put together. Design an organisation that can do that. You are required to make slides with organization chart on them..
Imagine you have just gone through a three-way merger of companies- On.pdf
Imagine you have just gone through a three-way merger of companies- On.pdf
asarudheen07
exam for kinder
fourth grading exam for kindergarten in writing
fourth grading exam for kindergarten in writing
TeacherCyreneCayanan
This presentation was provided by William Mattingly of the Smithsonian Institution, during the fourth segment of the NISO training series "AI & Prompt Design." Session Four: Structured Data and Assistants, was held on April 25, 2024.
Mattingly "AI & Prompt Design: Structured Data, Assistants, & RAG"
Mattingly "AI & Prompt Design: Structured Data, Assistants, & RAG"
National Information Standards Organization (NISO)
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In 2011 the Ministry of the environment reduced the acceptble concentration of Trichloroethylene to 0 , 1 g / L 1.6 g / L 72 g / L 50 g / L Question 20 (1 point) How many social housing suites reside in Mole Hill? 115 213 42 170 67.
In 2011 the Ministry of the environment reduced the acceptble concentr.pdf
In 2011 the Ministry of the environment reduced the acceptble concentr.pdf
asarudheen07
In a follow up study, you decide to test whether the prevalence of WNV in birds in Los Angeles has reached the proportion at which biologists declare an outbreak in the population (p = 0.20). You randomly sample 100 birds in LA and record whether they are infected or not. You conduct the appropriate hypothesis test and your results return a P-value of 0.15. Is there a WNV disease outbreak in the bird population of Los Angeles? The answer is yes but not sure why..
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asarudheen07
In a digital age where computers are connected via network and data are stored on the cloud, this present challenges and risks. In May 2017, a widespread ransomware campaign is impacting global corporations, government entities and home users in multiple countries. The latest version of this ransomware variantknown as WannaCryor Wanna Decryptor- has spread rapidly over the weekend. Ransomware is a program that covertly installs on devices and either mounts an extortion attack that holds data hostage or locks operating systems until a ransom is paid. Research and discuss strategies to counteract such a threat at the personal, corporate, and national levels. word count (500 words) In a digital age where computers are connected via network and data are stored on the cloud, this present challenges and risks. In May 2017, a widespread ransomware campaign is impacting global corporations, government entities and home users in multiple countries. The latest version of this ransomware variantknown as WannaCryor Wanna Decryptor- has spread rapidly over the weekend. Ransomware is a program that covertly installs on devices and either mounts an extortion attack that holds data hostage or locks operating systems until a ransom is paid. Research and discuss strategies to counteract such a threat at the personal, corporate, and national levels. In a digital age where computers are connected via network and data are stored on the cloud, this present challenges and risks. In May 2017, a widespread ransomware campaign is impacting global corporations, government entities and home users in multiple countries. The latest version of this ransomware variantknown as WannaCryor Wanna Decryptor- has spread rapidly over the weekend. Ransomware is a program that covertly installs on devices and either mounts an extortion attack that holds data hostage or locks operating systems until a ransom is paid. Research and discuss strategies to counteract such a threat at the personal, corporate, and national levels. word count (500 words).
In a digital age where computers are connected via network and data ar.pdf
In a digital age where computers are connected via network and data ar.pdf
asarudheen07
In a certain city, the daly consumplion of water (in milions or bters) follows approximately a gamma distribution with a = 2 and a 4 it the daliy capacty of that chy is 20 millon (ders of watog, what is. the probobity that on any given doy the water supply is inadequale? Click the icon to view the incempiele Gamma Function table. The probatelyy is (Round to theee decimal places as nended.).
In a certain city- the daly consumplion of water (in milions or bters).pdf
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asarudheen07
In a city, 70% of the people prefer Candidate A. Suppose 30 people from this city were sampled. (i) What is the mean of the sampling distribution of p ? s (ii) What is the S.E of p ? s (iii) what is the probability that 80% or more of this sample will prefer Candidate A? (iv) What is the probability that 45% or more of this sample will prefer some other candidate?.
In a city- 70- of the people prefer Candidate A- Suppose 30 people fro.pdf
In a city- 70- of the people prefer Candidate A- Suppose 30 people fro.pdf
asarudheen07
In a 1-1.5 page document (APA format, 12-point font, double-spaced) answer the following questions. 1.How might culture affect the application of the main process theories of motivation and meaning of work goals? 2. What are the main points of the Integrated Cross-Cultural Model of Leadership?.
In a 1-1-5 page document (APA format- 12-point font- double-spaced) an.pdf
In a 1-1-5 page document (APA format- 12-point font- double-spaced) an.pdf
asarudheen07
In a 12-year grassland biodiversity experiment, 168 plots containing 1-16 species were established and studied. During the ten years of data collection that followed two years of establishment, precipitation during the growing season varied more than twofold and average daily high temperatures during the growing season ranged from 21.5 to 24. 4 C , creating growing 5easons with widely different climatic conditions. Ecosystern 5 tability was determined with the use of all ten years of data collected for each plot and the results are displayed below. What can you determine from these results? More diverse plots had greater ecosystem stability More diverse plots had less ecosystem stability There is no relationship between biodiversity and ecosystem stability Greater diversity leads to lower species stability.
In a 12-year grassland biodiversity experiment- 168 plots containing 1.pdf
In a 12-year grassland biodiversity experiment- 168 plots containing 1.pdf
asarudheen07
In 2022, Lisa and Fred, a married couple, had taxable income of $311 , 400 . If they were to file separate tax returns, Lisa would have reported taxable income of $130 , 700 and Fred would have reported taxable income of $180 , 700 . Use Tax Rate Schedule for reference. What is the couple's marriage penalty or benefit? Note: Do not round intermediate calculations..
In 2022- Lisa and Fred- a married couple- had taxable income of $311-4 (1).pdf
In 2022- Lisa and Fred- a married couple- had taxable income of $311-4 (1).pdf
asarudheen07
In 2022, Juanita is married and files a joint tax return with her husband. What is her tentative minimum tax in each of the following alternative circumstances? Use Tax Rate Schedule, Dividends and Capital Gains Tax Rates for reference. Note: Input all values as positive. Leave no answer blank. Enter zero if applicable. b. Her AMT base is $250 , 000 , all ordinary income. Answer is complete but not entirely correct..
In 2022- Juanita is married and files a joint tax return with her husb.pdf
In 2022- Juanita is married and files a joint tax return with her husb.pdf
asarudheen07
In 2021, El Salvador became the first in the world to adopt bitcoin as legal tender to achieve which of the following objectives: A) Attract foreign investment B) De-dollarize its economy C) To make the economy more inclusive and accessible D) Disrupt the traditional financial system (e.g., the dominant influence of the IMF in developing countries) E) All the choices are intended objectives..
In 2021- El Salvador became the first in the world to adopt bitcoin as.pdf
In 2021- El Salvador became the first in the world to adopt bitcoin as.pdf
asarudheen07
In 2018, which of the following is true about medical schools in the United States? Predominantly sponsored by private organizations An applicant-to-admission ratio of 4 : 1 Most affiliated with a university Women comprise 70% of medical students.
In 2018- which of the following is true about medical schools in the U.pdf
In 2018- which of the following is true about medical schools in the U.pdf
asarudheen07
In 2013, the housing market started picking up. Were people getting themselves too much into debt and hoping that the price of their homes would increase? One way to judge is to deter mine the size of mortgages (NH_MORT). Estimate the amount owed on mortgages in middle-class households.
In 2013- the housing market started picking up- Were people getting th.pdf
In 2013- the housing market started picking up- Were people getting th.pdf
asarudheen07
improved income by changing farm and handiwork production to one dominated by manufactures. A. GDP per capita B. The Industrial Revolution C. The living standard D. Investment and inventions QUESTION 12 A successful economy will encourage higher standard of living by: A. decreasing taxes for the highest earners B. fostering conditions for economic growth C. using more labor than capital to produce goods and services D. increasing welfare payments to the poor.
improved income by changing farm and handiwork production to one domin.pdf
improved income by changing farm and handiwork production to one domin.pdf
asarudheen07
import ToolKit.BigRational; import java.util.Scanner; public class Exercise13_19 { public static void main(String[] args) { Scanner input = new Scanner(System.in); System.out.print("Enter a decimal number: "); String s = input.next(); System.out.println("The fractional number is " + new BigRational(s)); } } Compiler error messages Exercise13_19.java:121: error: class, interface, or enum expected import ToolKit.BigRational; ^ Exercise13_19.java:123: error: class, interface, or enum expected import java.util.Scanner; ^ 2 errors.
import ToolKit-BigRational- import java-util-Scanner- public class Exe.pdf
import ToolKit-BigRational- import java-util-Scanner- public class Exe.pdf
asarudheen07
import java.util.*; public class MyLinkedList{ public static void main(String[] args){ } } //copy MyList to here interface MyList extends Collection { /* MyList will inherite all methods from Collection public boolean add(E e); public boolean addAll(Collection extends E> c); public void clear(); public boolean contains(Object o); public boolean containsAll(Collection> c); public boolean isEmpty(); public boolean remove(Object o); public boolean removeAll(Collection> c); public boolean retainAll(Collection> c); public int size(); public Object[] toArray(); public T[] toArray(T[] arr); */ //abstract method public void add(int index, E e); public E get(int index); public int indexOf(Object e); public int lastIndexOf(E e); public E remove(int index); public E set(int index, E e); //default method @Override public default boolean add(E e){ add(size(), e); return true; } @Override public default boolean isEmpty(){ return size()==0; } @Override public default boolean remove(Object e){ if(indexOf(e) >= 0){ remove(indexOf(e)); return true; } else{ return false; } } @Override public default boolean containsAll(Collection> c){ for(Object e : c){ if(!contains(e)){ return false; } } return true; } @Override public default boolean addAll( Collection extends E> c){ for(E e : c){ add(e); } return true; } /* removeAll: this[1,1,2,3] c[1,2,4] this.removeAll(c) [3] */ @Override public default boolean removeAll( Collection> c){ for(Object e : c){ while(contains(e)){ this.remove(e); } } return true; } /* retainAll this[1,1,2,3] c[1,2,4] this.retainAll(c) [1,1,2] */ @Override public default boolean retainAll( Collection> c){ for(E e : this){ if(!c.contains(e)){ this.remove(e); } } return true; } @Override public default Object[] toArray(){ Object[] results = new Object[size()]; int i = 0; for(E e : this){ results[i++] = e; } return results; } /* T[] array */ @Override public default T[] toArray(T[] array){ int i = 0; for(E e : this){ array[i++] = (T)e; } return array; } } class TwoWayLinkedList implements MyList { //inner static class Node public class Node { E element; Node next; Node previous; public Node(E e){ element = e; } } private Node head, tail; private int size = 0; public TwoWayLinkedList(){ /* head = null; tail = null; size = 0; */ } public TwoWayLinkedList(E[] objects){ } public E getFirst(){ return null; } public E getLast(){ return null; } public void addFirst(E e){ } public void addLast(E e){ } public E removeFirst(){ return null; } public E removeLast(){ return null; } @Override public void add(int index, E e){ } @Override public E remove(int index){ return null; } @Override public void clear(){ } @Override public boolean contains(Object e){ return false; } @Override public E get(int index){ return null; } @Override public int indexOf(Object e){ return -1; } @Override public int lastIndexOf(Object e){ return -1; } @Override public E set(int index, E e){ return null; } @Override public int size(){ return size; } //toString() @Override public String.
import java-util--- public class MyLinkedList{ public static void.pdf
import java-util--- public class MyLinkedList{ public static void.pdf
asarudheen07
Implementation - In this discussion post, you will research and post the differences between encryption at rest and in motion, then discuss what part or parts of the CIA Triad are satisfied when using encryption. In 300-words, discuss the differences between encryption at rest and encryption in motion and why this was included in the General Data Protection Regulation (GDPR) legislation in the European Union (EU). - Discuss what part or parts of the CIA Triad are satisfied when using encryption. - Please cite two (2) outside references using APA to support your research..
Implementation - In this discussion post- you will research and post t.pdf
Implementation - In this discussion post- you will research and post t.pdf
asarudheen07
import java.util.Random; public class GA { int PopulationSize; int iter; int numBits; double crossoverRate; double mutationRate; int maxIntValue = 1023; int minIntValue = 0; public GA(int PopulationSize, int iter, int numBits, double crossoverRate, double mutationRate) { this.PopulationSize = PopulationSize; this.iter = iter; this.numBits = numBits; this.crossoverRate = crossoverRate; this.mutationRate = mutationRate; } public void runGA() { //encoding and initialized the first population int[][] Population = Encoding(PopulationSize, numBits); for (int i = 0; i < iter; i++) { double[] fitness = fitnessEvaluation(Population); int[][] newPopulation = new int[PopulationSize][numBits]; for (int j = 0; j < PopulationSize; j += 2) { int[][] parents = Selection(Population, fitness); int[][] children; if (Math.random() < crossoverRate) { children = Crossover(parents); } else { children = parents; } for (int k = 0; k < 2; k++) { if (Math.random() < mutationRate) { children[k] = Mutation(children[k]); } newPopulation[j + k] = children[k]; } } Population = newPopulation; } double[] fitness = fitnessEvaluation(Population); display(Population); findBest(fitness, Population); } /** * Encode and initialize the first population * * @param n * @param numBits * @return */ private int[][] Encoding(int n, int numBits) { int[][] Population = new int[n][numBits]; for (int i = 0; i < n; i++) for (int j = 0; j < numBits; j++) { double x = Math.random(); if (x < .5) Population[i][j] = 0; else { Population[i][j] = 1; } } return Population; } /** * Calculate the fitness value of each individual */ private double[] fitnessEvaluation(int[][] Population) { double[] fitness = new double[Population.length]; for (int i = 0; i < Population.length; i++) { int x = decode(Population[i]); fitness[i] = 1023 * x - x * x; } return fitness; } /** * Use the Roulette Wheel selection Remember that the sum of the fitness ratio * is equal to 1. */ /** * Selects two individuals from the population using fitness-proportional selection. * @param Population the current population of individuals * @param fitness an array of fitness values for each individual in the population * @return a 2D array containing the selected parents */ private int[][] Selection(int[][] Population, double[] fitness) { // create a 2D array to hold the selected parents int[][] Parents = new int[2][numBits]; // calculate the total fitness of the population double totalFitness = 0; for (int i = 0; i < fitness.length; i++) { totalFitness += fitness[i]; } // create a random number generator Random rand = new Random(); // generate a random number between 0 and the total fitness of the population double r = rand.nextDouble() * totalFitness; // initialize a variable to keep track of the partial sum of fitness values double partialSum = 0; // initialize a variable to keep track of the index of the selected individual int selected = -1; // loop through the fitness values, adding them to the partial sum and checking if it excee.
import java-util-Random- public class GA { int PopulationSize- int i.pdf
import java-util-Random- public class GA { int PopulationSize- int i.pdf
asarudheen07
Immunohematology The blood bank tech Billy received a call from a newer nurse on the ICU floor requesting two units of "Kell-negative" RBCs for a patient with anti-K. The tech was flabbergasted at the nurse's lack of knowledge of the blood group systems. 1. Discuss why this request is incorrect. ( 5 pts ) 2. What should the request have stated? (5 pts).
Immunohematology The blood bank tech Billy received a call from a newe.pdf
Immunohematology The blood bank tech Billy received a call from a newe.pdf
asarudheen07
Implement a BST with the following basic components a) Create a BST for a list of data ) [use insert(value) function] a. ( 4 , 2 , 10 , 5 , 8 , 12 , 11 , 18 , 9 , 15 , 6 , 12 , 7 , 15 ) b) Print the values in in-order, preorder, and post order c) Check if the BST is balanced BST or not. If not, transform it a balanced BST d) Write delNode(val) function to delete a node from the BST and then print the remaining BST content in in-order..
Implement a BST with the following basic components a) Create a BST fo.pdf
Implement a BST with the following basic components a) Create a BST fo.pdf
asarudheen07
Imagine you have just gone through a three-way merger of companies. One company makes computers. One company makes phones. One company makes software applications used on computers and phones. You are designing the new organization for the combined company. You want to ensure ideas are shared and common functions are put together. Design an organisation that can do that. You are required to make slides with organization chart on them..
Imagine you have just gone through a three-way merger of companies- On.pdf
Imagine you have just gone through a three-way merger of companies- On.pdf
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