REQUIRED

Use the following information provided by Ashleigh Enterprises to prepare the:

4.1 Debtors Collection Schedule for March and April 2021.

4.2 Cash Budget for March and April 2021. Note: * Where applicable, round off amounts to the nearest Rand.

* Use separate monetary columns for each month.

INFORMATION

1. The following are estimates for the first four months of 2021:

2. Forty percent (40%) of the sales are for cash and the balance is on credit. Collections for credit sales are as follows:

30% during the month of the sale;

65% in the month following the sale.

The remaining 5% is written off as bad debts.

1. All purchases are on credit. Creditors are paid two months after the month of purchase.
2. Ashleigh Enterprises will make an investment of R60 000 in fixed deposit on 01 March 2021. Interest of R400 per month is expected to be received from March 2021.
3. Rent expense amounts to R156 000 per year and is payable monthly.
4. Wages will be increased by 9% on 01 March 2021.
5. A new computer is expected to be purchased for R15 000 cash during April 2021.
6. Commission payable to sales personnel is calculated at 10% of sales and it is paid one month later.
7. The bank balance on 28 February 2021 is expected to be R30 000 (favourable).

QUESTION 4

Use the following information provided by Ashleigh Enterprises to prepare the:


4.1 Debtors Collection Schedule for March and April 2021.

4.2 Cash Budget for March and April 2021.

Note: * Where applicable, round off amounts to the nearest Rand.

* Use separate monetary columns for each month.

INFORMATION

1. The following are estimates for the first four months of 2021: January (R) February (R) March (R) April (R) Sales 140 000 120 000 190 000 230 000 Purchases 70 000 60 000 85 000 115 000 Wages 9 000 9 000 ? 

2. Forty percent (40%) of the sales are for cash and the balance is on credit. Collections for credit sales are as follows: 30% during the month of the sale; 65% in the month following the sale. The remaining 5% is written off as bad debts.

3. All purchases are on credit. Creditors are paid two months after the month of purchase.

4. Ashleigh Enterprises will make an investment of R60 000 in fixed deposit on 01 March 2021. Interest of R400 per month is expected to be received from March 2021.

5. Rent expense amounts to R156 000 per year and is payable monthly.

6. Wages will be increased by 9% on 01 March 2021.

7. A new computer is expected to be purchased for R15 000 cash during April 2021.

8. Commission payable to sales personnel is calculated at 10% of sales and it is paid one month later.

9. The bank balance on 28 February 2021 is expected to be R30 000 (favourable).

Please finish this code and make it work. This is my homework and my professor wont allow me to change the code in main, it's a set of huge numbers need to sort by radixsort with bit operation.

#include <iostream>

using namespace std;

void radixLSD_help(int *items, int length, int bit)

{

// – Count number of items for each bucket.

// – Figure out where each bucket should be stored (positions

// of the first and last element of the bucket in the scratch

// array).

// – Copy each item to the corresponding bucket (in the scratch

// array).

// – Copy the scratch array back into items.

}

void radixLSD(int *items, int length)

{

int bit_per_item = sizeof(int) * 8;

int bit;

for (bit = 0; bit < bit_per_item; bit++)

{

radixLSD_help(items, length, bit);

cout << "Done with bit " << bit;

}

}

void sort(int *A,int n)

{

radixLSD(A, n);

}

void sort( int *A, int n);

int main()

{

int i, offset, j;

int B[10000000];

time_t t;

srand( (unsigned) time( &t ));

offset = rand()%10000000;

for( i = 0; i< 10000000; i++ )

{

B[i] = ((91*i)%10000000) + offset;

}

printf("Prepared array of 10 million integers; calling sort\n");

sort( B[], 10000000 );

printf("finished sort, now check result\n");

for( i=0, j=0; i < 10000000; i++ )

if( B[i] != i+ offset ) j++;

if( j == 0 )

printf("Passed Test\n");

else

printf("Failed Test. %d numbers wrong.\n", j );

}

I'm trying to work with this code that I have. i want to kick the user back if they don't enter a number in the specified range but I haven't been able to get a while loop working right.

1. Write a program name Blackjack_Jr that allows a human user to play a single hand of "blackjack" against a dealer.
2. Pick two values from 1-10 for the player. These are the player's "cards". These two values must be user inputs
3. Generate two more values from 1-10 for the dealer. These two values should be randomly generated by your code
4. Whoever has the highest total is the winner.

public class Blackjack_Jr
{

   public static void main(String[] args)
   {
       int card1;
       int card2;
       int player1;
       int dealer;
       Random rand = new Random();
       int card3 = rand.nextInt(11);
       int card4 = rand.nextInt(11);
       Scanner in = new Scanner(System.in);
      
       System.out.println("Blackjack Jr!");
       System.out.println();
       System.out.print("Pick Your First Card from 1-10: ");
       card1 = in.nextInt();
       System.out.print("Pick Your Second Card from 1-10: ");
       card2 = in.nextInt();
       System.out.println();
       player1 = card1 + card2;
       dealer = card3 + card4;
          
       System.out.print("You have entered " +card1);
       System.out.println(" and " +card2);
       System.out.println("Your total is: " +player1);
       System.out.println();
              
      
              
       System.out.print("The dealer has drawn " +card3);
       System.out.println(" and " +card4);
       System.out.println("The dealer's total is: " +dealer);
              
           if(player1 > dealer)
           {
               System.out.println("Congratulations! You Won!");
           }else
           {
               System.out.println("Sorry you have lost. :-(");
           }
      
      

   }

}

George purchased a life annuity for $2,000 that will provide him $50 monthly payments for as long as he lives. Based on IRS tables, George's life expectancy is 100 months. How much of the first $50 payment will George include in his gross income?

At 6% effective annual interest, approximately how much will be accumulated in ten years if three payments of $100 are deposited every other year for four years, with the first payment occurring at t = 0?

. (A) $180

. (B) $480

. (C) $510

. (D) $540

A loan of $10,000 is to be repaid with 10 semi-annual payments. The first payment is X in 6 months time. i(2) = 4%. Find X if

a) Payments increase by $100 every 6 months.

b) Payments increase by 10% every 6 months.

1. To generate 100 random numbers between 1-100 in a randomData.txt file
2. To read the 100 random numbers from randomData.txt and store them in an array
3. Print the data in the array
4. Find the smallest and the largest of the random numbers and their array position
5. Insert an element of value100 in the 51^th position of the array
6. Delete all the elements of the array having values between 50-80 and print the residual array
7. Sort the data in the final array(residual) in an ascending order and print

write a c++ code to execute the given task.

10. The type of non-price rationing that most closely approaches the market outcome is:

A) favored customer rationing.

B) first-come, first-served basis or queuing.

C) coupon rationing with coupons that can be resold.

D) coupon rationing with coupons that cannot be resold.

Consider the market for generic soda, a product that only has “soda” on its label. We know that demand for generic soda falls when income increases, demand rises when the price of other soda increases, and that demand rises when the price of potato chips falls.

11. Refer to Scenario 1. Graph “soda” and explain the effect on equilibrium price and quantity on an increase in income. What type of good is “soda”?

12. Refer to Scenario 1. Graph “soda” and explain the effect on equilibrium price and quantity of an increase in the price of premium soda (ex: Pepsi). How are the goods related?

13. Refer to Scenario 1. Graph and explain the effect on equilibrium price and quantity of “soda” due to an increase in the price of potato chips. How are the goods related?