Questions
How does public fear of crime influence criminal justice policy decisions? What drives the fear of...

How does public fear of crime influence criminal justice policy decisions? What drives the fear of crime by the public?

In: Psychology

Suppose your firm is considering investing in a project with the cash flows shown below, that...

Suppose your firm is considering investing in a project with the cash flows shown below, that the required rate of return on projects of this risk class is 10 percent, and that the maximum allowable payback and discounted payback statistics for your company are 3.0 and 3.5 years, respectively. Time: 0 1 2 3 4 5 Cash flow –$351,000 $66,800 $85,000 $142,000 $123,000 $82,200 Use the PI decision rule to evaluate this project. (Do not round intermediate calculations. Round your final answer to 2 decimal places.) PI Should it be accepted or rejected? Accepted Rejected

In: Finance

5) Assuming £1.00 = $1.45 and €1.00 = $1.25, the interest rate in the UK is...

5) Assuming £1.00 = $1.45 and €1.00 = $1.25, the interest rate in the UK is 6.50% and the interest rate in Germany is 5.45%, determine the forward rate of the   £ / € if interest rate parity (IRP) holds. What does this imply about future forward rates? Explain how you can engage in covered interest arbitrage if the spot rate remains the same, and the interest rate in the UK is still 6.50%, and the forward rate is .868 £ / € .

In: Finance

Suppose that XYZ Corp is considering financing a project with only equity. The project’s unlevered cost...

Suppose that XYZ Corp is considering financing a project with only equity. The project’s unlevered cost of capital is 10%. The project will require a $1000 initial investment today and pay incremental free-cash-flows of $100 in perpetuity starting the end of the next year. If the firm were to finance the project with debt so that its D/E ratio is 0.50 how will the NPV of the project change? Assume the interest rate on the new debt will be 3%, and the firm faces a 21% tax rate. Round your answer to two decimals.

In: Finance

A Roman numeral represents an integer using letters. Examples are XVII to represent 17, MCMLIII for...

A Roman numeral represents an integer using letters. Examples are XVII to represent 17, MCMLIII for 1953, and MMMCCCIII for 3303. By contrast, ordinary numbers such as 17 or 1953 are called Arabic numerals. The following table shows the Arabic equivalent of all the single-letter Roman numerals:
M 1000 X 10
D 500 V 5
C 100 I 1
L 50
When letters are strung together, the values of the letters are just added up, with the following exception. When a letter of smaller value is followed by a letter of larger value, the smaller value is subtracted from the larger value. For example, IV represents 5 - 1, or 4. And MCMXCV is interpreted as M + CM + XC + V, or 1000 + (1000 - 100) + (100 - 10) + 5, which is 1995. In standard Roman numerals, no more than three consecutive copies of the same letter are used. Following these rules, every number between 1 and 3999 can be represented as a Roman numeral made up of the following one- and two-letter combinations:
M 1000 X 10
CM 900 IX 9
D 500 V 5
CD 400 IV 4
C 100 I 1
XC 90
L 50
XL 40
Write a Python code with a class to represent Roman numerals. The class should have two constructors. One named “toArabic” constructs a Roman numeral from a string like "XVII" to “seventeen” or "MCMXCV" to “one thousand nine hundred ninety-five”. It should throw an exception if the string is not a legal Roman numeral. The other constructor named “toInt” constructs a Roman numeral to an integer such as "XVII" to “17” or "MCMXCV" to “1995”. It should throw an exception if the integer result is outside the range 1 to 3999.

In: Computer Science

An organization’s success begins with building a strong, secure infrastructure, which includes the appropriate policies, procedures,...

An organization’s success begins with building a strong, secure infrastructure, which includes the appropriate policies, procedures, and processes, as well as architecting a scaleable, available, and secure network.

Describe the critical components of a cybersecurity architecture. Be sure it provides defense to protect the organization’s data, network, and assets.

Explain the function of each component and how each protects the organization.

Respond to the following in a minimum of 175 words:

In: Computer Science

A loan is amortized over 7 years with monthly payments at a nominal interest rate of...

A loan is amortized over 7 years with monthly payments at a nominal interest rate of 9% compounded monthly. The first payment is $1000 and is to be paid one month from the date of the loan. Each succeeding monthly payment will be 3% lower than the prior payment. Calculate the outstanding loan balance immediately after the 68th payment is made.

In: Finance

A summary synthesizing about The Importance of Cultural Competence in Healthcare; interpretations and inferences, assumptions and...

A summary synthesizing about The Importance of Cultural Competence in Healthcare; interpretations and inferences, assumptions and cultural competence of the module.

In: Nursing

Death with dignity, commonly known as physician assisted suicide, is a highly controversial topic in this...

Death with dignity, commonly known as physician assisted suicide, is a highly controversial topic in this country. There are now 5 states that have death with dignity statutes. Do you believe in physician assisted suicide? Is this a consideration that should remain with the states or should it be federal law?

In: Psychology

Does Dracula--from what we have read--have a protagonist? If so, who is it? Jonathan? Arthur? Mina?...

Does Dracula--from what we have read--have a protagonist? If so, who is it? Jonathan? Arthur? Mina? Dr. Seward? Van Helsing? ... Dracula? Pick one single passage from the text to explain either a) who the protagonist is, or b) why there isn't one.

In: Psychology

Written in JAVA A valid month value mm must be from 1 to 12 (January is...

Written in JAVA

A valid month value mm must be from 1 to 12 (January is 1) and it must contain two digits. The day value dd must be from 1 to a value that is appropriate for the given month and it also must contain two digits. The year value yyyy must contain four digits and be a positive number. September, April, June, and November each have 30 days. February has 28 days except for leap years when it has 29. The remaining months all have 31 days. A leap year is any year that is divisible by 4 but not divisible by 100 unless it is also divisible by 400.

After you have the three substrings for the month, day, and year, you need to convert those strings into int values. This is done with a line of code like the following (for the year).

      int year = Integer.parseInt( yearString );

As soon as you find a problem with the user's input, output an appropriate error message and return from the checkDate method. Here is an example of how that might look.

      if ( 4 != yearString.length() )
      {
         System.out.println("Error with " + savedDate + ": The year must have four digits.");
         return;  // exit from the checkDate method
      }

You need to determine which years are leap years. This is tricky. The main tool for doing this is the "integer remainder" operator, %, which is described on pages 68-70 of the textbook. So, for example, the year is divisible by 4 when 0 == (year % 4) is true. A year is not divisible by 100 when 0 != (year % 100) is true.

In: Computer Science

I need assistance with discussing this topic on the likely aftermath and long term effects of...

I need assistance with discussing this topic on the likely aftermath and long term effects of the coronavirus outbreak on business and society.

In: Operations Management

Can you please assist using the solver function in excel? CarPro is an automobile dealer selling...

Can you please assist using the solver function in excel?

CarPro is an automobile dealer selling only new cars. CarPro sells three types of vehicles: sedans, SUVs and trucks. CarPro places orders to the car manufacturers only when customers have decided to purchase. The ordering cost (per unit) of sedan, SUV and truck are $18,000, $20,500 and $19,000, respectively. The sales price (per unit) of sedan, SUV and truck are $20,000, $23,000, and $21,500, respectively. The base salary for a sales person is $100/day. In addition, a sales person gets a commission of 5% on the selling price of cars he sells. Each sales person works 8 hours a day. A sales person spends two hours selling a sedan, three hours selling an SUV, and two-and-a-half hours selling a truck. CarPro can spend a maximum of $300,000 per day on ordering cars. How many of each type of car should CarPro sell to maximize profits?

Refer to the CarPro problem. At the optimal solution, how many trucks should be sold to maximize profits?

a.

20

b.

14

c.

18

d.

10

Refer to the CarPro problem. To maximize profits, CarPro should sell two SUVs per day.

True

False

Refer to the CarPro problem. At the optimal solution, the total ordering cost for all cars is:

a.

$ 278,800

b.

$ 276,908

c.

$ 286,500

d.

$ 289,700

In: Operations Management

Please write a 2-3 paragraph addressing each of the steps involved in developing a mobile strategy....

Please write a 2-3 paragraph addressing each of the steps involved in developing a mobile strategy. For each step in the mobile strategy development process, please detail the process for completing the step, including any items you must take into consideration during that step as well as your recommendation for that aspect of the mobile strategy for a specific organization.

Defining risks


Knowing the limits of technology


Protecting data from loss


Compliance in the mobile enterprise


Staying flexible and embracing change


In: Operations Management

A loan is repaid with payments which start at $400 the first year and increase by...

A loan is repaid with payments which start at $400 the first year and increase by $60 per year until a payment of $1240 is made, at which time payments cease. If interest is 5% effective, find the amount of principal in the 6th payment.

In: Finance