Without plagiarism or copying word for word from the internet. Please write at least two strong paragraphs in response to the prompt below. Each paragraph should be 8-12 sentence for a total of 300-550 words. Use lots of examples.

Describe/explain/summarize a mental health issue that you are familiar with and one that you would like to know more about.

Artificial Intelligence Assignment question 3

1. Using Alpha Beta pruning, reduce the search space provided below and the necessary information.                                    

Newman plans to retire in 25 years and plans to withdraw end of the year payments in the amount of $85,000 from

      his retirement account to allow him to enjoy the same standard of living he has enjoyed in life thus far. Newman’s

      financial planner has advised him that he should estimate his retirement will last 30 years and use a conservative

      8% annual rate of return in his financial planning. Newman does already have $75,000 already saved up for

      retirement, how much more does Newman need to save each year to reach his retirement goal?

       *Round answers to the nearest dollar

Demand for stereo headphones and MP3 players for joggers has caused Nina Industries to grow almost 50 percent over the past year. The number of joggers continues to expand, so Nina expects demand for headsets to also expand, because, as yet, no safety laws have been passed to prevent joggers from wearing them. Demand for the players for last year was as follows t (Month) y (Demand) 1 4200 2 4300 3 4000 4 4400 5 5000 6 4700 7 5300 8 4900 9 5400 10 5700 11 6300 12 6000 Using linear regression analysis, what would you estimate demand to be for each month next year?

By now, you should have listened to the audio lecture, read the chapter, and taken the self-assessment and quiz. For this discussion activity, I want you to respond to the following question in the Discussion area in this learning module.

• Tower cranes have tall vertical, latticed masts or towers and horizontal booms called "jibs". There are several different types of jibs available for tower cranes. List at least three jibs and briefly describe each jib type.

Anderson Associates is considering two mutually exclusive projects that have the following cash flows: Project A Project B Year Cash Flow Cash Flow

0 -$11,000 -$9,000

1 4,500 6,000

2 3,000 4,000

3 5,000 3,000

4 9,000 2,000

At what cost of capital do the two projects have the same net present value? (That is, what is the crossover rate?) Enter your answer rounded to two decimal places. Do not enter % in the answer box. For example, if your answer is 0.12345 or 12.345% then enter as 12.35 in the answer box.

By now, you should have listened to the audio lecture, read the chapter, and taken the self-assessment and quiz. For this discussion activity, I want you to respond to the following question in the Discussion area in this learning module.

• Clamshells are one of the special excavator types and sometimes clamshells are compared with draglines. List and discuss at least three different points between the two (Dragline vs. Clamshell) in terms of operations, productivity, etc. Do research on the internet, if necessary.

#include <iostream>

#include <iomanip>

using namespace std;

int main() {

    int studentid, numberreverse[20], count = 0, maximum = 0, minimum = 0;

    cout << "Enter your student ID number: ";

    cin >> studentid;

    cout << "Student ID Number = " << studentid << endl;

    while (studentid != 0)

    {

         numberreverse[count] = studentid % 10;

         if (count == 0)

         {

             minimum = numberreverse[count];

             maximum = minimum;

         }

         else

         {

             if (minimum > numberreverse[count]) minimum = numberreverse[count];

             if (maximum < numberreverse[count]) maximum = numberreverse[count];

         }

         count++;

         studentid = studentid / 10;

    }

    cout << "\nReversed Number is : ";

    for (int i = 0; i < count; i++)

    cout << numberreverse[i];

    cout << "\nLargest Number is :" << maximum;

    cout << "\nSmallest Number is :" << minimum;

    return 0;

}

can u pls Write up to 10 lines to explain the logic used behind this code?

XYZ Corporation, an Australian based carmaker, is considering an expansion into Asia after its expansion into the US last summer was highly successful. Currently, XYZ does export cars to Asia, but the increased demand raises the question of an expansion in Asia. XYZ is trying to decide whether to establish a car manufacturing plant and office in Japan where cars would be built and then sold across Asia.

All relevant data is given in the tables below. The cost of the expansion is Yen 80,000,000, which must be immediately expended. Three-year EBITDA are 35,000,000 45,000,000 and 55,000,000 respectively. Moreover, XYZ would have to fund additional working capital of Yen 5,000,000 at the time of the expansion. Further investment in net working capital would be Yen 5,000,000, Yen 8,000,000, and Yen 10,000,000 in year 1, 2, and 3 respectively. If it builds the plant, XYZ will depreciate it at a rate of Yen 4,000,000 per year (starting in year 1) and will have to fund additional capital expenditures of Yen 8,000,000 per year to maintain and improve the plant. Although the project is assumed to have an infinite life, cash-flows are only projected up to three years and the terminal value of the project is computed based on the year 3 free cash-flow (FCF) assuming a growth rate that equals the Japanese long-run GDP growth rate.

All taxes are paid in Japan in the year the income is earned. Tax treaties are in effect so that XYZ will have no tax obligations to the Australian Tax Office (ATO). The following information applies to the valuation.

Required:

1. Calculate the cost of capital, in Australia, for the project.   
2. Calculate the forward exchange rates, F₁(AUD/Yen) through F₃(AUD/Yen), for the years 1, 2, and 3 based on the spot rate and the interest rates given in the question. (round to 5 decimal places)   
3. Calculate the Free of Cash Flows of the project in Yen from year 1 to year 3.   
4. What is the terminal value as of year 3? Use a perpetuity formula, the Free Cash Flows in Yen for year 3, and the Japanese growth rate assumption given in the question. Assume the appropriate discount rate is WACC.                              
5. Calculate the AUD value of FCF for the years 0, 1, 2 and 3 and the terminal value   using the forward rates calculated in (b).
6. What is the NPV of the project from XYZ's perceptive (in AUD)? Should XYZ expand into the Asian market?

INDIANA CORPORATION

…… is a bakery that is known for its strawberry cheesecake. It also makes 12 different kinds of cheesecake as well as many other types of bakery items. The company uses normal costing with direct-labor dollars as their base for allocating overhead to its various bakery products.

The company estimates overhead for the upcoming year of $421,000 and estimates direct labor of $2,000,000.

The following estimated information is available for their Strawberry Cheesecake product:

Required:

1. Compute the predetermined rate (overhead per dollar of labor) – Round this to TWO decimal places

2. Determine the amount of estimated overhead applied to one unit of strawberry cheesecake (one cake) AND the estimated amount of overhead to be applied to that product line for the year

3. What is the total estimated unit cost of the strawberry cheesecake?

NOW consider the following additional information about the estimated overhead of $421,000. You have analyzed this amount, and determined that the following breakdown and have identified appropriate activities that appear to cause, or drive these costs, as follows:

ASSUME that the following amounts of various cost drivers will be used for all products and for the Strawberry Cheesecake product:

In 1956, Frank Lloyd Wright proposed the construction of a mile-high building in Chicago. Suppose the building had been constructed. Ignoring Earth's rotation, find the change in your weight if you were to ride an elevator from the street level, where you weigh 757 N, to the top of the building.

Which of the collisions below should definitely be treated as inelastic collisions?

A cream pie (TM) hitting a clown at 5 MPHTwo cars hitting each other head on at 15 MPHA bowling ball hitting a pin at 20 MPHTwo pool balls hitting each other head on at 10 MPHA superball hitting a concrete wall at 10 MPHA piece of clay going 10 m/s hitting a stationary bowling ball

Please explain the reasoning you used to answer the question above.

Write up to 10 lines to explain the logic used behind this code pls!!!!!

*****************************************/

#include <iostream>

#include <string>

#include <iomanip>

#include<activaut.h>

#include<activdbg.h>

using namespace std;

int main()

{

    int MatchesPlayed[6], MatchesWon[6], MatchesLost[6], MatchesDraw[6], MatchesPoints[6], TotalPoints[6];

    MatchesWon[0] = 3; MatchesLost[0] = 0; MatchesDraw[0] = 1; //India

    MatchesWon[1] = 2; MatchesLost[1] = 0; MatchesDraw[1] = 1; //NZ

    MatchesWon[2] = 0; MatchesLost[2] = 3; MatchesDraw[2] = 0; //Australia

    MatchesWon[3] = 1; MatchesLost[3] = 2; MatchesDraw[3] = 1; //West Indies

    MatchesWon[4] = 1; MatchesLost[4] = 0; MatchesDraw[4] = 1; //SA

    MatchesWon[5] = 1; MatchesLost[5] = 3; MatchesDraw[5] = 0; //England

    int TotalPlayed = 0, TotalWon = 0, TotalLost = 0, TotalDraw = 0, TP = 0;

    for (int i = 0; i < 6; i++)

    {

        MatchesPlayed[i] = MatchesWon[i] + MatchesLost[i] + MatchesDraw[i]; //MATCHES FOR EACH TEAM

        TotalPoints[i] = 2 * MatchesWon[i] - 1 * MatchesLost[i] + 1 * MatchesDraw[i]; //POINTS FOR TEAMS

        TotalPlayed = TotalPlayed + MatchesPlayed[i];

        TotalWon = TotalWon + MatchesWon[i];

        TotalLost = TotalLost + MatchesLost[i];

        TotalDraw = TotalDraw + MatchesDraw[i];

        TP = TP + TotalPoints[i];

    }

    cout << "                                                     2019 Cricket WorldCup \n ";

    cout << "Countries             Matches_Played      Matches_Won      Matches_Lost      Draw/Rain      Total_Points\n";

    cout << "---------             --------------      -----------      ------------      ---------      ------------\n";

    cout << "INDIA                      " << MatchesPlayed[0] << "                   " << MatchesWon[0] << "                 " << MatchesLost[0] << "               " << MatchesDraw[0] << "               " << TotalPoints[0] << "\n";

    cout << "NZ                         " << MatchesPlayed[1] << "                   " << MatchesWon[1] << "                 " << MatchesLost[1] << "               " << MatchesDraw[1] << "               " << TotalPoints[1] << "\n";

    cout << "AUSTRALIA                  " << MatchesPlayed[2] << "                   " << MatchesWon[2] << "                 " << MatchesLost[2] << "               " << MatchesDraw[2] << "               " << TotalPoints[2] << "\n";

    cout << "WEST INDIES                " << MatchesPlayed[3] << "                  " << MatchesWon[3] << "                 " << MatchesLost[3] << "               " << MatchesDraw[3] << "               " << TotalPoints[3] << "\n";

    cout << "SA                         " << MatchesPlayed[4] << "                   " << MatchesWon[4] << "                 " << MatchesLost[4] << "               " << MatchesDraw[4] << "               " << TotalPoints[4] << "\n";

    cout << "ENGLAND                    " << MatchesPlayed[5] << "                   " << MatchesWon[5] << "                 " << MatchesLost[5] << "               " << MatchesDraw[5] << "               " << TotalPoints[5] << "\n";

    cout << "TOTAl                      " << TotalPlayed << "                  " << TotalWon << "                 " << TotalLost << "               " << TotalDraw << "               " << TP << "\n";

    return 0;

}

A particle with charge +7.60 nC is inside a uniform electric field directed to the left. Another force, in addition to the electric force, acts on the particle so that when it is released from rest, it moves to the right. After it has moved 8.00 cm, the additional force has done 6.50∙10^-5 J of work and the particle has 4.35∙10^-5 J of kinetic energy. (a) What work was done by the electric force? (b) What is the potential of the starting point with respect to the end point? (c) What is the magnitude of the electric field?