Python Questions (pictured) F-1 Compiling the program in Step 1- how.pdf

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Python Questions (pictured) F.1 Compiling the program in Step 1, how could you execute more than the cat command? << Provide explanation and any sample commands >> F.2 Will the attack above work in the program from Step 2? Why or why not? << Provide explanation >>.

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Python Use Request library only, Use the proper widgets , fonts and background colors Show the results. https://free.web.services is not reachable and i not working Please only use the get, put method. Using the proper methods, request data from the webserver. Display the headers property, change of user_agent and json Use the needed parameters to pass information in a key-value pair format to the web server through the given URL. Search for the sun.jpg image store it at your laptop and display the result. please show all work and steps.

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Put the steps of endochondral ossification in the correct order. Your lecture notes and book are both good resources for this question. The matrix calcifies and chondrocytes die. Chondrocytes hypertrophy and absorb the surrounding cartilage matrix. Bony collar forms. Periosteal bud invades cartilaginous shaft and forms primary ossification center. The hyaline cartilage model is formed by chondroblasts. Stem cells in perichondrium form osteoblasts..

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Put an I if the term refers to Innate Immunity Put an A if the term re.pdf

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Put an I if the term refers to Innate Immunity Put an A if the term refers to adaptive immunity. Put C next to any term that refers to a cell Put M next to any term that refers to a molecule Some terms may fit more than one category 1. antibodies 2.Antigen-presenting cells 3.Artificial immunity 4.B lymphocytes 5.Complement 6.Cytokines 7.Cytotoxic T cells 8.Stomach acid 9.Helper T cells 10.Histamine 11.Humoral immunity 12.Inflammation 13.Macrophages 14.Memory T cells 15.Mucous membrane 16.Plasma cells 17.Skin 18.Sneezing 19.Tears 20.Vaccines.

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public class EllipsoidList { private String list; private ArrayList<Ellipsoid> ellipsoidList; private ArrayList<Ellipsoid> ellipsoids = new ArrayList<Ellipsoid>(); public ArrayList<Ellipsoid> readFile(String filename) throws FileNotFoundException { Scanner input = new Scanner(new File(filename)); ArrayList<Ellipsoid> list = new ArrayList<Ellipsoid>(); while (input.hasNextLine()) { String line = input.nextLine(); String[] parts = line.split(","); String label = parts[0]; double a = Double.parseDouble(parts[1]); double b = Double.parseDouble(parts[2]); double c = Double.parseDouble(parts[3]); list.add(new Ellipsoid(label, a, b, c)); } input.close(); ellipsoidList = new ArrayList<Ellipsoid>(); return list; } public void addEllipsoid(String name, double a, double b, double c) { Ellipsoid e = new Ellipsoid(name, a, b, c); ellipsoids.add(e); } public Ellipsoid findEllipsoid(String name) { for (Ellipsoid e : ellipsoids) { if (e.getName().equalsIgnoreCase(name)) { return e; } } return null; } public Ellipsoid deleteEllipsoid(String name) { for (int i = 0; i < ellipsoids.size(); i++) { Ellipsoid e = ellipsoids.get(i); if (e.getName().equalsIgnoreCase(name)) { ellipsoids.remove(i); return e; } } return null; } public Ellipsoid editEllipsoid(String name, double a, double b, double c) { for (int i = 0; i < ellipsoids.size(); i++) { Ellipsoid e = ellipsoids.get(i); if (e.getName().equalsIgnoreCase(name)) { return e; } } return null; } public ArrayList<Ellipsoid> getList() { return ellipsoidList; } /** * Create a EllipsoidList object. * @param listIn for listName * @param ellipsoidListIn for ellipsoidList */ public EllipsoidList(String listIn, ArrayList<Ellipsoid> ellipsoidListIn) { list = listIn; ellipsoidList = new ArrayList<Ellipsoid>(); for (Ellipsoid e : ellipsoidListIn) { ellipsoidList.add(e); } } //methods /** * @return the list name */ public String getName() { return list; } /** * @return the list name */ public int numberOfEllipsoids() { return ellipsoidList.size(); } /** * @return the list name */ public double totalVolume() { double total = 0; //use for each loop for (Ellipsoid e : ellipsoidList) { if (e != null) { total += (e.volume()); } } // return the total volume return total; } /** * counts the total. * * @return totalSurfaceArea */ public double totalSurfaceArea() { double total = 0; //use for each loop for (Ellipsoid e : ellipsoidList) { if (e != null) { total += (e.surfaceArea()); } } return total; } /** * finds. * * @return averageVolume */ public double averageVolume() { if (this.numberOfEllipsoids() == 0) { return 0; } else { return this.totalVolume() / this.numberOfEllipsoids(); } } /** * finds. * * @return averageSurfaceArea */ public double averageSurfaceArea() { if (this.numberOfEllipsoids() == 0) { return 0; } else { return this.totalSurfaceArea() / this.numberOfEllipsoids(); } } /** * gets a summary of the ellipsoid in the list. * * @return summaryInfo */ public String toString() { String result = getName() + "\n"; int index =.

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public class ImpPythTripEx public static double---- triples - new d.pdf

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public class ImpPythTripEx public static double[][] triples = new double[3][3]; public static void inputTwoSides(double sideAIn, double sideBIn, int rowIndex) { triples[rowIndex][0] = sideAIn; triples[rowIndex][1] = sideBIn; triples[rowIndex][2] = Math.sqrt(Math.pow(sideAIn, 2) + Math.pow(sideBIn, 2)); } public static void inputOneSideAndHyp(double sideAIn, double hypIn, int rowIndex) { triples[rowIndex][0] = sideAIn; triples[rowIndex][2] = hypIn; triples[rowIndex][1] = Math.sqrt(Math.pow(hypIn,2) - Math.pow(sideAIn, 2)); } public static void printTriple() { for(int i=0; i<3; i++) { System.out.print("PythTriple [ "); for(int j=0; j<3; j++) { if(j==0) { System.out.print("sideA="); } if(j==1) { System.out.print("sideB="); } if(j==2) { System.out.print("hyp="); } System.out.print(String.format("%5.3f",triples[i][j]) + " "); } System.out.println("]"); } } public static void main(String[] args) { inputOneSideAndHyp(3,5,0); inputOneSideAndHyp(1, Math.sqrt(2),1); inputTwoSides(2, 3, 2); printTriple(); }} 1.) Write a new version of the imperative programming exercise (involving Pythagorean Triples) in C, with alterations that include using an array of instances of a Pythagorean Triple struct instead of a two dimensional array make sure the array is on the heap. Be sure to use the malloc function ***Please include screenshots of both the input and output! Thank you :)***.

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public class DimmableFloorLamp extends FloorLamp implements Dimmable \{ public void turnOff() \{ System.out.print("Dimmable Off: "); public void turnOn()\{ System.out.print("Dimmable On: "); \} public void setTo(int value) \{ System.out.print("Dimmable DimVal:" + value + ": "); \} Consider this instantiation code: Room r = new Room ( ) ; DimmableFloorLamp p = new Dimmable(); r . setLamp ( p ) ; r. turnLightOn(); r.turnLightoff(); Will it compile, and if yes, what will it print? a. Dimmable On: Dimmable Off: b. Runtime Error c. Compilation Error d. Dimmable On: Floor Off: e. Lamp On: Dimmable Off:.

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PSLO 3 available evidence. A competent nurse utilizes in formation technology systems including decision support systems to gather evidence to guide practice. MANE Program Student Learning Outcome 3: Utilize best available evidence and informaties A. Incor ( 3.1 ) to guide decision making. Evidence of meeting competency: E. Identify evidence and client preferences for planning, implementing, and evaluating care. Evidence of meeting competency:.

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