Essay Question: Analyze existing publications on addressing natural disaster emergencies with information technology.

The paper main body needs to be not longer than 5.5 pages single spaced text (without the title page and the abstract and the list of references, and not shorter than 4 pages). It needs to present a synthesized analysis of and describing the importance of the topic), the topic as a Word report. The research paper should show your analysis of findings from published sources (including 70% refereed papers and the rest can be from other online publications) , that are related to the respective problem The research paper needs to have this structure: a title page, showing the title, the author, the course name and the name of the instructor, year; a 10-15 line abstract (which is prepared at the end ) 1. Introduction (it should include sentences stating the purpose of the paper and describing the importance of the topic), 2. Overview of past research on the topic (you need to modify the section title according to your topic, place here the review of the literature that you have conducted, indicating also some evaluation of the most important aspects of it, you can use subsection titles for better structure of the paper), 3. Description of 1-2 case studies on the topic, as described in the literature (again adapt the section title to what you have found) 4. Conclusion 5. References. 10 Note that your formulation of the section titles above can be within certain variations depending on your literature findings but the suggested approximate structure needs to be adhered to and each section in the paper must have a proper title. The author needs to identify supporting materials- at least 5-6 relevant sources, max 10 (of those at least 70% have to be refereed) using our library databases like ABIINform (use the Advanced search link and indicate that you are looking for refereed and peer reviewed sources) and EBSCO Host Academic Search Premier or other database that contain relevant sources for the topic or also Google Scholar (in Google type Google Scholar, this will take you to the site for it, then choose on the left corner the menu, select Advanced Google Scholar and you can combine more than 1 criteria in your search) or use also the ISCRAM Proceedings

Hello, I have to write a 5 page paper on the information provided below. If you could get me started and help with a guide and provide a few sources i could use to help me write that would be greatly appreciated. Basically looking for an outline and introduction paragraph to get started. Thank you!

Please use c++ and follow the instruction

I have written my own code but somehow I'm confused during the process I cannot figure out how to finish this lab, I need help.

Write a program that allows user to input four floating-points values and then prints the largest. It must use functions max2 (given below) to determine the largest value. Feel free to use additional functions, but you are not required to do so. Hint: main will call max2 three times to get the work done (i.e., there should be three calls to max2 function).

      double max2(double a, double b)
      {
          double max;

          if (a > b)
              max = a;
          else
              max = b;

          return max;
      }

Follow the format for the sample I/O below. When your code is complete and runs properly, capture the output. Copy and paste both the source code and the output for both test cases.

Test case 1:

Author: Your name
This program allows one to input four values.
It uses function max2 to determine the maximum.

Please enter first value   --> 5.2<Enter>
Please enter second value  --> 1.0<Enter>
Please enter third value   --> 7.1<Enter>
Please enter fourth value  --> 2.5<Enter>
The largest value is 7.1

Test case 2:

Author: Your name
This program allows one to input four values.
It uses function max2 to determine the maximum.

Please enter first value   --> 5.2<Enter>
Please enter second value  --> 7.0<Enter>
Please enter third value   --> 7.0<Enter>
Please enter fourth value  --> 2.5<Enter>
The largest value is 7.0

Here is my code

#include<iostream>
#include<string>

using namespace std;

int max2(double a, double b, double& max);
void displayInfo(double max);

int main()
{
double a, b, c, d;
double number;
int counter;


cout << "Please enter first value ";
cin >> a;

cout << "Please enter second value ";
cin >> b;

cout << "Please enter third value ";
cin >> c;

cout << "Please enter fourth value ";
cin >> d;

displayInfo(max);
  
}

// defination determine the largest value
int max2(double a, double b, double& max)
{
if (a > b)
{
max = a;
}
else
{
max = b;
}
}

// module displayInfo
void displayInfo(double max)
{
cout << "The largest value is "<< max << "\n";
}

Let V be a vector space, and suppose that U and W are both subspaces of V. Show that U ∩W := {v | v ∈ U and v ∈ W} is a subspace of V.

please answer with coding from The second edition C programming language textbook

/* Changes all occurrences of t in s to u, result stored in v

*

* Example:

*

* char v[100];

* replace("hello", "el", "abc", v) => v becomes "habclo"

* replace("", "el", "abc", v) => v becomes "" (no change)

* replace("hello", "abc", "def", v) => v becomes "hello" (no change)

* replace("utilities", "ti", "def", v) => v becomes "udeflidefes"

*

*/

void replace(char *s, char *t, char *u, char *v)

{

}

If v is an eigenvector for a matrix A, can v be associated with two different eigenvalues? Prove your answer.

If V = U ⊕ U^⟂ and V = W ⊕ W^⟂, and if S₁: U → W and S₂: U^⟂ → W^⟂ are isometries, then the linear operator defined for u₁ ∈ U and u₂ ∈ U^⟂ by the formula S(u₁ + u₂) = S₁u₁ + S₂u₂ is a well-defined linear isometry. Prove this.

Prove that if U, V and W are vector spaces such that U and V are isomorphic and V and W are isomorphic, then U and W are isomorphic.

If G = (V, E) is a graph and x ∈ V , let G \ x be the graph whose vertex set is V \ {x} and whose edges are those edges of G that don’t contain x.

Show that every connected finite graph G = (V, E) with at least two vertices has at least two vertices x1, x2 ∈ V such that G \ xi is connected.

1. Smith Corporation is reviewing the following transactions for its year-ended December 31, 2015. Determine the proper balance sheet presentation and amounts for each item:

   Indicate the:

   1. Name of the account to use.
   2. Whether it is current or long-term, asset or liability.
   3. The amount.

   Show computations where necessary. If you could copy and paste each line item, and then give your answer, that would be superior.

   1. On December 15, 2015 the company declared a $2.50 per share dividend on 400,000 shares of common stock outstanding, to be paid on January 5, 2016.
   2. The amounts receivable account includes $50,000 due in three years from employees.
   3. At December 31, bonds payable of $200,000,000 are outstanding. The bonds pay 12% interest every September 30 and mature in installments of $50,000,000 every September 30.
   4. Included in long-term investments are 10-year U.S. Treasury bonds costing $500,000 that mature March 31, 2016. The bonds were purchased November 20, 2015.

Write about what college success means to you. How will you define success,and what strategies will you use to achieve success? Please write 300 words. Please cite in text research paper author and year.