Describe the meet-in-the-middle attack against Triple DES (EDE mode).

INDIRECT METHOD - STATEMENT CASH FLOW

Using information below, Create a Statement of Cashflow (INDIRECT METHOD)

**Note: create the statement for the year of 2018 only.

Net Income from Income statement: $105,000.00

the Retained Earnings was $80,000.00

Write a Python program to read in the temperatures for ten consecutive days in Celsius and store them into an array. The entire array should then be displayed. Next each temperature in the array should be converted to Fahrenheit and the entire array should be again be displayed. The formula for converting Celsius to Fahrenheit is °F = (°C × 1.8) + 32. Finally, the number of cool, warm and hot days should be counted and the number of each type of days should be displayed. You should decide on the thresholds for determining whether a day is cool, warm or hot.

MM without Taxes

Companies U and L are identical in every respect except that U is unlevered while L has $7 million of 6% bonds outstanding. Assume that (1) there are no corporate or personal taxes, (2) all of the other MM assumptions are met, (3) EBIT is $3 million, and (4) the cost of equity to Company U is 12%.

1. What value would MM estimate for each firm? Enter your answers in millions. For example, an answer of $1.2 million should be entered as 1.2, not 1,200,000. Round your answers to two decimal places.

   Company U	$   million
   Company L	$   million

   
   
2. What is r_s for Firm U? Round your answer to two decimal places.
   %
   
   What is r_s for Firm L? Do not round intermediate calculations. Round your answer to two decimal places.
   %
   
3. Find S_L. Round your answer to two decimal places. Enter your answer in millions. For example, an answer of $1.2 million should be entered as 1.2, not 1,200,000.
   $   million
   
4. What is the WACC for Firm U? Round your answer to one decimal place.
   %
   
   What the WACC for Firm L? Round your answer to one decimal place.
   %
   
5. Suppose V_U = $20 million and V_L = $22 million. According to MM, are these values consistent with equilibrium?
   -Select-Yes/No Item 8

Consider launching a dairy snack food in the German market. Using the internet, research how and what kind of packaging is used by competing brands in the marketplace. In what ways would you adapt your product to suit your selected international market?

2. A cook in canteen prepares parotta and stacks it up in a container, and the server takes parotta from the container and serves to his customer. The max capacity of the container is 15. If parotta in the container is empty, server waits for the cook to prepare new parotta. Write a Java program to illustrate the given scenario using multithreading.

b. Write a Java program to define a class ‘Covid19’ to store the below mentioned details of a Covid patients for CMC hospital. Name, age, address, mobile number, blood group, date of Covid checking. symptoms. Create ‘n’ objects of this class for all the Covid patients at india. Write these objects to a file. Read these objects from the file and display only those Covid patient details whose symptoms is ‘fever’ and seven days completed from the date of Covid checking.

please code in java only and also provide the screenshot of output along with the code

• When a retailer decides to offer gift wrapping, product assembly, and registries, they are considering the elements of their:

merchandising strategy.

customer service strategy.

promotional strategy.

pricing strategy.

• A retailer seeks to communicate information about its stores through its ______ strategy.

merchandising

location/distribution

promotional

store atmospherics

• Retailers can project their personalities through their ______.

pricing strategy

customer service strategy

atmospherics

merchandising strategy

•The basic objective of all customer services focuses on:

attracting and retaining target customers, thus increasing sales and profits.

charging higher prices on products, therefore increasing profits.

making the shopping experience more enjoyable.

encouraging customers to shop in brick-and-mortar stores rather than online.

The Minot Kit Aircraft Company of​ Minot, North​ Dakota, uses a plasma cutter to fabricate metal aircraft parts for its plane kits. The company currently is using a cutter that it purchased four years ago that has a book value of $90,000 and is being depreciated $22,500 per year over the next 4 years. If the old cutter were to be sold​ today, the company estimates that it would bring in an amount equal to the book value of the equipment. The company is considering the purchase of a new automated plasma cutter that would cost $380,000 to install and that would be depreciated over the next 4 years toward a $36,000 salvage value using​ straight-line depreciation. The primary advantage of the new cutter is the fact that it is fully automated and can be run by one operator rather than the three employees that are currently required. The labor savings would be $110,000 per year. The firm faces an income tax rate of 28 percent. At the end of the​ 4-year project both cutters could be sold at their​ end-of-project book value.

a.  What are the differential operating cash flow savings per year during years 1 through 4 for the new plasma​ cutter?

b.  What is the initial cash outlay required to replace the existing plasma cutter with the newer​ model?

c.  What does the timeline for the replacement project cash flows for years 0 through 4 look​ like?

d.  If the company requires a discount rate of 13 percent for new​ investments, should the plasma cutter be​ replaced?

Let X be an uncountable set, let τf be the finite complement topology on X, and let τ_c be the countable complement topology; namely, we have
τ_f ={U⊂X : X\U is finite}∪{∅},

τc={U⊂X : X\U is countable}∪{∅},

where “countable” means that the set is either finite or countably infinite (in bijection with the natural numbers).

(a) What are the compact subspaces of (X, τ_f )? Are all compact subspaces closed in (X, τ_f )?

(b) What are the compact subspaces of (X,τ_c)? Are all compact subspaces closed in (X,τ_c)?

(c) What have we learned about the nature of compact subspaces when (X,τ) is not Hausdorff ?

Do the important human benefits of factory farming outweigh the disutility of the animal suffering? As you discuss this, apply of one or more of the four aspects (Scope, Duration, Intensity, Probability) that Bentham provided.

Design a c++ program that calculates the amount of money a person would earn over a period of time if his salary is one penny the first day, two pennies second day, and continues to double each day. The program should ask the user for the number of days. Display a table showing what the salary was for each day, and then show total pay at the end of the period. the output should be displayed in a dollar amount, not the number of pennies. The program must include at least one function in addition to the main function and must use the loop as well.

Convert this code written in Python to Java:

# Definition of a function isprime().

def isprime(num):

    count=2;

    flag=0;

    # Loop to check the divisors of a number.

    while(count<num and flag==0):

        if(num%count!=0):

            # Put flag=0 if the number has no divisor.

            flag=0

        else:

            # Put flag=1 if the number has divisor.

            flag=1

        # Increment the count.

        count=count+1

    # Return flag value.

    return flag

# Intialize list.

list=[]

#Prompt the user to enter Start and end numbers.

st=int(input("Start number:"))

en=int(input("End number:"))

while(st>en):

    print ("End number must be greater than start number. Try again.")

    st=int(input("Start number:"))

    en=int(input("End number:"))

while(st<0 or en<0):

    print ("Start and end must be positive. Try again.")

    st=int(input("Start number:"))

    en=int(input("End number:"))

while(st<=en):

    # Call the function.

    a = isprime(st);

    if(a==0):

        # Append the prime number to a list.

        list.append(st)

    st=st+1

for i in range(0, len(list), 10):

    # Print 10 numbers per line.

    print(*list[i:i + 10])

Brief an overview of financial planning and its types.

S = 1/(?0) E X B

How was the poynting vector derived? Please give a detailed derivation of equations that leads to the Poynting Vector.

Using both math and physics to explain

(a) What is the contrast?

(b) On a clear sky, why you can’t see forever?

© When the aircraft parks on the snow surface, sometime it is hard to know that it is in the air or

     on the surface, why?

(d) Why we can see a light very far away during night, but not during daytime?