How does inflation stimulate the economy? What effect does inflation have on wages? Why is too much inflation bad?

Please

Write an XML document describing a person: name, occupation, address, and hobbies. Decide on suitable element names and nesting. Check your document for well-formedness. And draw a tree that represents the XML document you created.

Thanks

6. Make sure that you draw a high quality, detailed timeline – similar in quality to those in Example 12 and Problem 15.

Assume that you wish to begin saving for your child’s college education via making deposits into an investment account that is expected to earn 8% per year for the first 14 years. After year 14, you will place the money in a less risky investment account that is expected to earn only 5% per year, for as long as you have money in the account.

You currently have $5,000 available, and you will deposit that amount into the savings account today. Thereafter you have decided to make savings deposits 3, 4, 5, … , 9 and 10 years from today. Each of these deposits will be larger than the prior deposit by 7%.  

You’ve estimated that one year of college will cost $52,000 in 18 years, and that the three subsequent years will each cost 5% more than the prior year.

A) Determine the size of the first deposit required at time 3. (Hint: The answer is NOT $9475.37. If you got this, you did not deal with the $5000 at t=0 at all. The correct answer is between $8600 and $8700).

Please help me this is urgent!!!

Janenda Inc. issued $5,000,000 of convertible

5-year bonds on July 1, 2017. The bonds provide for 6% interest payable semiamuially on January 1 and July 1. The discount in

connection with the issue was $120,000, which is being amortized monthly on a straight-line basis.

The bonds are convertible after one year into 15 shares of Janenda Inc.’s $1 par value common stock for each $1,000 of bonds.

On October 1, 2018, $600,000 of bonds were turned in for conversion into common stock. Interest has been accrued monthly

and paid as due. At the time of conversion, any accrued interest on bonds being converted is paid in cash.

Instructions

Instructions

Prepare the journal entries to record the conversion, amortization, and interest in connection with the bonds as of the following

dates. (Round to the nearest dollar.)

(a) October 1, 2018. (Assume the book value method is used.)

(b) October 31, 2018.

(c) December 31, 2018, including closing entries for end-of-year.

You bought 500 forever stamps just before the price went up in January of 2014 at $0.46/stamp, a $0.03 savings per stamp. If you could have paid off a credit card charging 12% per year instead of investing in stamps, how fast must you use the stamps to breakeven? Assume the $0.49 price never changes before you run out of stamps. (Hint use 12% / year as your effective interest rate per year)

a. 3 months

b 6 months

c 10 months

d 12 months

e 36 months

Calculate the enthalpy chamge when 75.0g of ethanol goes from 87.0 C to -15.0 C, given the following information for ethanol: c ethanol = 2.44j/g*C, Delta Hfusion=5.02 kj/mol, delta Hvap=38.56 kj/mol.

Draw a block diagram to show the communication process between a transmitter and a receiver. By referring to the diagram you draw, explain the role of ELV systems in enhancing the communication effectiveness and efficiency.

U-Order fast food delivery service uses Pins for their online customers. Pins must consist

of two or more symbols, one of which must be a letter from the set {A,B,C} and one of which must be

a special character from the set {%,+,&}. Give a regular expression r for the set of possible U-Order

Pins.

Select all the answers that apply to modular design:

/////////////////////

Place the following parts of a function header into their correct order:

      -       1.       2.       3.       4.       5.      

closing parenthesis

      -       1.       2.       3.       4.       5.      

return type

      -       1.       2.       3.       4.       5.      

type parameters

      -       1.       2.       3.       4.       5.      

opening parenthesis

      -       1.       2.       3.       4.       5.      

identifier

//////////////////////////////

Select all of the following statements that are true about function coupling.

//////////////////////////////////////////

A function that does not return anything must declare the return type as void and is not required to have a return statement, however it is considered a best practice to include "return;" as the last line anyway.

True

False

/////////////////////////////////////////

Consider the following code:

#include<stdio.h>

void addTwo(int* param1, int* param2)
{
    *param1 -= 2;
    *param2 += 3;
    return;
}

int main(void)
{
    int arg1 = 5, arg2 = 7;
    addTwo(&arg1, &arg2);
    printf("arg1 = %d and arg2 = %d\n", arg1, arg2);
    return 0;
}

Select all of the following answers which are true:

/////////////////////////////////////////////////////////

Consider this C program:

#include<stdio.h>

void addOne(int *in)
{
    *in += 1;
    return;
}

int main(void)
{
    int arg1 = 4;
    addOne(&arg1);
    printf("The value stored in arg1 is %d\n", arg1);
    return 0;
}

Select from the following answers all that are true:

//////////////////////////////////////////////////////////

The following tasks could be performed in one cohesive module:

• receives a date
• calculates the fuel required to drive from Toronto to Montreal
• returns the square root of an imaginary number

True

False

///////////////////////////////////////////

Consider the following code:

#include<stdio.h>

int addThese(int arg1, int arg2)
{
    return arg1 + arg2;
}

int main(void)
{
    int sum1 = 2, sum2 = 3, answer = 0;
    answer = addThese(sum1, sum2);
    printf("%d\n", answer);
    return 0;
}

Select all of the following statements which are true.

/////////////////////////////////////

We can access the data in a variable through either the variable name or by dereferencing its address.

True

False

////////////////////////////////////////

Consider this code snippet:

int x = 0;
int *p = &x;
*p = 79567;

After this code snippet runs the address of x is set to 79567.

True

False

/////////////////////////////////////

A function that does not receive any data when called has no parameters and must use the term void in the parameter list.

True

False

//////////////////////////////////////////////////////////////////

Order the following statements so they represent the correct order of operation of the following program:

#include<stdio.h>

int main(void)
{
    printf( "Hello world!\n");
    return 0;
}

      -       1.       2.       3.       4.      

the printf function outputs "Hello world!" followed by a new line

      -       1.       2.       3.       4.      

main() returns control to the OS, with value zero(0)

      -       1.       2.       3.       4.      

printf() returns control to main()

      -       1.       2.       3.       4.      

main() transfers control to printf()

///////////////////////////////////////////////////////////////////////////////////

The following tasks could be performed in one cohesive module:

• receive a floating point value
• calculate the GST (VAT) owing on the value received
• total the received value and the tax
• return the total

True

False

///////////////////////////////////////////////////////

Every variable in a C program has a unique address.

True

False

////////////////////////////////////////////////////////////////

A pointer variable is not strongly typed, which means that the address of a floating point variable may be stored in an int type pointer.

True

False

Greener Grass Fertilizer Company plans to sell 250,000 units of finished product in July and anticipates a growth rate in sales of 5 percent per month. The desired monthly ending inventory in units of finished product is 80 percent of the next month’s estimated sales. There are 200,000 finished units in inventory on June 30. Each unit of finished product requires 5 pounds of raw material at a cost of $1.75 per pound. There are 780,000 pounds of raw material in inventory on June 30.

Required:

1. Compute the company’s total required production in units of finished product for the entire three-month period ending September 30. (Round all intermediate calculations and your final answer to the nearest unit.)

2. Independent of your answer to requirement (1), assume the company plans to produce 680,000 units of finished product in the three-month period ending September 30, and to have raw-material inventory on hand at the end of the three-month period equal to 25 percent of the use in that period. Compute the total estimated cost of raw-material purchases for the entire three-month period ending September 30.

Example 6-2 John Jenkins earns $1,290 per week. The deductions from his pay were: FIT $116.00 FICA—OASDI 79.98 FICA—HI 18.71 State income tax 31.00 State disability insurance 9.03 Credit union deduction 40.00 Health insurance premium 47.50 Charitable contribution 5.00 John’s disposable earnings would be: $1,290.00 - $116.00 (FIT) - $79.98 - $18.71 (FICA deductions) - $31.00 (SIT) - $9.03 (disability insurance) = $1,035.28 Example 6-3 Huffman Company has a child support order outstanding on one of its employees (Charles Suffert—$170 per week). Charles Suffert's disposable income is $950 per week. A new garnishment is received for a $5,000 debt to a credit card company. The company would take an additional $237.50 out of Suffert's pay. Lesser of: 25% × $950 = $237.50 or $950 − (30 × $7.25) = $732.50 Kalen O'Brien earned $735 this week. The deductions from her pay were as follows: FIT $74.00 FICA-OASDI 45.57 FICA-HI 10.66 State income tax 36.75 State disability insurance 8.41 Health insurance premium 19.60 Credit union contribution 37.00 United Fund contribution 5.00 O'Brien's employer just received a garnishment order (credit card debt of $3,330) against her pay. Compute the following; round your answers to the nearest cent. a. O'Brien's disposable earnings: $ b. The amount of her pay subject to the garnishment: $

Suppose the installation time in hours for a software on a laptop has probability density function f(x) = (4/3) (1 − x³ ), 0 ≤ x ≤ 1.

(a) Find the probability that the software takes between 0.3 and 0.5 hours to be installed on your laptop.

(b) Let X₁, . . . , X₃₀ be the installation times of the software on 30 different laptops. Assume the installation times are independent. Find the probability that the average installation time is between 0.3 and 0.5 hours. Cite the theorem you use.

(c) Instead of taking a sample of 30 laptops as in the previous question, you take a sample of 60 laptops. Find the probability that the average installation time is between 0.3 and 0.5 hours. Cite the theorem you use.