Approximate the mean for the data in the following frequency distribution table.

An object at rest on a flat, horizontal surface explodes into two fragments, one seven times as massive as the other. The heavier fragment slides 8.50m before stopping. How far does the lighter fragment slide?

Assume that both fragments have the same coefficient of kinetic friction.

A claim is received from Sharon Turner, a 56-year-old woman with a 30-year history as a cashier. The paperwork provided to you, is inclusive of a Notice of Disability and a Claim for Compensation, and Sharon states she has hurt her back at work but does not know how. There has also been some disciplinary action taken against Sharon in the last two weeks and the employer wants the claim investigated. The form was signed by the worker seven days ago.

1

What relevant policies, procedures and/or legislation dictate how this claim should be managed? (40–60 words)

2.What should the agent do when processing this claim? (250–300 words)

2. Yield value of a price change is defined as the difference change is the difference in the yields calculated at the two price levels. Assuming the par value is $1,000, what’s the yield value of a $50 increase of the following two bonds?

(1) A 7-year 4% semiannual bond with YTM 6% and par $1,000  

(2) A 7-year 8% semiannual bond with YTM 6% and par $1,000  

(3) Which bond has higher percentage price volatility? Comment.

(1 point) Among drivers who have had a car crash in the last year, 220 were randomly selected and categorized by age, with the results listed in the table below.

If all ages have the same crash rate, we would expect (because of the age distribution of licensed drivers) the given categories to have 16%, 44%, 27%, 13% of the subjects, respectively. At the 0.05 significance level, test the claim that the distribution of crashes conforms to the distribution of ages. Keep at least two decimal places in your calculations.
The test statistic is ?2=χ2=  
The critical value is ?2=χ2=  
The conclusion is
A. There is sufficient evidence to warrant the rejection of the claim that the distribution of crashes conforms to the distibuion of ages.
B. There is not sufficient evidence to warrant the rejection of the claim that the distribution of crashes conforms to the distibuion of ages.

Can someone convert this to C++ Please!

import java.util.*; // for Random
import java.util.Scanner; // for Scanner
class game{
   public static void main(String args[])
   {
       // generating a random number
       Random rand = new Random();
       int code = rand.nextInt(99999) + 1, chances = 1, help, turn, i,match, sum;
      
       // for input
       Scanner sc = new Scanner(System.in);
      
       // running for 10 times
       while(chances < 11)
       {
           System.out.print("\nYour chance number "+chances+" : ");
          
           // taking user input
           turn = sc.nextInt();
          
           // if the code matches, comes out of loop
           if(turn == code)
                   break;
           // code didn't match
           else
           {
               help = code;
               match = 0;
               sum = 0;
              
               // looping 5 times to check each digit
               for(i=0;i<5;i++)
               {
                   // Checking from last digit to first digit. So dividing by 10 each time.
                   // if digit is matched, adding it to sum and incrementing match variable by 1
                   if(help%10 == turn%10)
                   {
                       match++;
                       sum+=help%10;
                   }
                   help = help/10;
                   turn = turn/10;
               }
              
               // printing sum and match to guide player
               System.out.printf("\nNumber of digits matched: %d\nSum of them : %d\n", match, sum);
           }
           chances++;
       }
      
       // printing relavant message
       if(chances == 11)
       {
           System.out.println("\nYou lost! Code is "+code);
       }
       else
           System.out.println("\nCongratulations, you won!");
   }
}

in.java

Two companies donated money on two occasions. Write a program that:

• asks for 2 names of companies
• aks how much each of the given companies donated for Christmas.
• aks how much each of the given companies donated for school support
• prints the total donations for Christmas
• prints the total donations for school support
• prints which one of 2 companies donated more money in general.

For clarity, in the sample runs below, the user input is shown in blue. The black text is printed by the program.
Notice that the company name (entered by the user) shows in the following questions. For example see: "AC4Ever donated: ", "RockOn donated: "

---- Sample run 1
Enter the first company: AC4Ever 
Enter the second company: RockOn 
Enter how much each company donated for Christmas gifts:
AC4Ever donated: 2000
RockOn donated: 1700
Enter how much each company donated for school support:
AC4Ever donated: 3000
RockOn donated: 2500
Total Christmas donations: 3700
Total school support donations: 5500
The company that donated the most is: AC4Ever
Bye

In a debate on altering the traffic system in the city centre, measurement of a number of cars per minutes were taken at two intersections during the hours between 07h00 and 08h00 (when the roads were most busy). The results are shown in the table below:

1. Average
2. Median and the mode
3. Standard deviation
4. Interquartile range
5. Co-efficient of variation

College Supply Company (CSC) makes three types of drinking glasses: short, medium, and tall. It presently applies overhead using a predetermined rate based on direct labor-hours. A group of company employees recommended that CSC switch to activity-based costing and identified the following activities, cost drivers, estimated costs, and estimated cost driver units for Year 5 for each activity center.

In addition, management estimated 2,000 direct labor-hours for year 5.

Assume that the following cost driver volumes occurred in February, year 5.

Direct labor costs were $22 per hour.

Required:

1. Compute a predetermined overhead rate for year 5 for each cost driver recommended by the employees. Also compute a predetermined rate using direct labor-hours as the allocation base.
   b. Compute the production costs for each product for February using direct labor-hours as the allocation base and the predetermined rate computed in requirement a.
   c. Compute the production costs for each product for February using the cost drivers recommended by the employees and the predetermined rates computed in requirement a. (Note: Do not assume that total overhead applied to products in February will be the same for activity-based costing as it was for the labor-hour-based allocation.)