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Work & Rest is an all inclusive hotel operating as a monopoly in a mid-sized community. The manager estimates that the hotel's total costs are described by the equation C = 0.05Q2 + 10Q + 15000, where Q is the number or persons serviced and P is the price paid per person. Although it is located in a mid-sized community, it is close to a major highway that runs along the east coast. Often times, travelers would use the services of Work & Rest as a stop in their commute between two major citys. As such, the market demand for its service is described by the equation P = 160 - 0.2Q. 1. Given the current market conditions, Work & Rest's profit-maximizing quantity is ___________ and the price charged per person is__________ ( 4 points) Consider that after a series of reports from special interest groups, the local government decides to regulate Work & Rest by using the optimal pricing policy. 2. Given the successful implementation of the government's policy, Work & Rest's profit-maximizing quantity is__________ (2 points) 3. Given the successful implementation of the government's policy, what is Work & Rest's profit at its profit maximizing quantity_____________? (4 points)I 4. If the policy remains in place, and there are no further external shocks to the market, is it likely that West & Rest will continue to operate and provide service? (In the space provided enter will or will not) In the long run, West & Rest _______________ continue to provide service in this mid-sized community. (2 points) |
In: Economics
Work & Rest is an all inclusive hotel operating as a monopoly in a mid-sized community. The manager estimates that the hotel's total costs are described by the equation C = 0.1Q2 + 20Q + 5000, where Q is the number or persons serviced and P is the price paid per person. Although it is located in a mid-sized community, it is close to a major highway that runs along the east coast. Often times, travelers would use the services of Work & Rest as a stop in their commute between two major citys. As such, the market demand for its service is described by the equation P = 170 - 0.2Q.
1. Given the current market conditions, Work & Rest's profit-maximizing quantity is and the price charged per person is ( 4 points)
Consider that after a series of reports from special interest groups, the local government decides to regulate Work & Rest by using the optimal pricing policy.
2. Given the successful implementation of the government's policy, Work & Rest's profit-maximizing quantity is (2 points)
3. Given the successful implementation of the government's policy, what is Work & Rest's profit at its profit maximizing quantity? (4 points)I
4. If the policy remains in place, and there are no further external shocks to the market, is it likely that West & Rest will continue to operate and provide service? (In the space provided enter will or will not)
In the long run, West & Rest continue to provide service in this mid-sized community
In: Economics
Carbohydrates are the main sources of fuel for the
body. They’re broken down into glucose, which
is “burned” as fuel for the body.
i. What is expected to occur when the body’s supply of glucose runs
out?
ii. Would insulin or glucagon be of any importance in this regard?
Explain your answer.
iii. As a nurse on duty, a patient is brought to the emergency ward
with symptoms of weakness,
dizziness, headache and slight disorientation. The patient has a
history of diabetes. Give a
step by step description of what you will do to take care of this
patient. What would you
say was the problem with this patient? Is there any remedy to
salvage the patient’s
situation?
iv. What are some of the physical presentations of long-term
complications of diabetes?
(Mention and explain any two)
v. A postpartum woman has just been told that her new born is G6PD
positive. What advice
would you give as her nurse on how to take care of this
child?
2. (a) If a person is deficient in Vitamin B6, what is the
consequence? How does this deficiency affect
amino acid metabolism?
(b) Briefly describe and explain what happens when there is a
defect in phenylalanine metabolism.
(c) A patient presents with symptoms of blurred vision, tremors,
and has difficulty speaking. Lab
tests reveal increased levels of ammonia and upon further
questioning, you find out that he is an
alcoholic. What is wrong with this patient, and how will you as a
nurse manage him?
In: Nursing
Larkspur Inc. offers boat tours around the City Reservoir. The
company has signed a lease for a tour boat with an expected
lifespan of six years, no estimated salvage value, and cost the
leasing company $207,000. The terms of the lease are as
follows:
| ● | The lease term begins on January 1, 2019, and runs for 3 years. | |
| ● | The lease requires payments of $51,900 each January 1, starting on January 1, 2019, and each payment includes $5,100 for maintenance and insurance costs. | |
| ● | At the end of the initial lease term, the lease can be renewed for another two years at Larkspur’s option for only $29,000 per year, including $2,000 for maintenance and insurance costs. The normal rental cost of a similar used boat is $33,500 per year. Larkspur expects to renew the lease for the second term. | |
| ● | At the end of the lease term, the boat is to be returned to the lessor. | |
| ● | The lessor’s implied interest rate is 6%, and Larkspur uses straight-line depreciation for similar equipment. Larkspur’s year-end is May 31. |
Assuming that Larkspur follows ASPE, identify how Larkspur
should classify this lease.
| Lease should be considered as____________ |
Assuming that Larkspur follows IFRS and the new leases standard IFRS 16, identify the circumstances under which the lease would result in a right-of use asset capitalized on Larkspur’s statement of financial position.
In: Accounting
Using the template given in ParallelMergeSort.c write the functions to divide the original array into equal fractions given the number of threads and perform Parallel MergeSort pThreads. Your algorithm should work for 2 threads.
ParallelMergeSort.c
#include <stdio.h>
#include <pthread.h>
#include <stdlib.h>
#include <time.h>
#include <unistd.h>
#define SIZE 100
int array[SIZE];
void fillArrayWithRandomNumbers(int arr[SIZE]) {
for(int i = 0; i<SIZE; i++) array[i] = rand()%100;
}
void printArray(int arr[SIZE]) {
for(int i = 0; i<SIZE; i++) printf("%5d", arr[i]);
printf("\n");
}
typedef struct StartEndIndexes {
int start;
int end;
} StartEndIndexes;
// Runs mergesort on the array segment described in the
argument. Spawns two threads to mergesort each half
// of the array segment, and then merges the results.
void* mergeSort(void* args) {
// Please fill this out!
return NULL;
}
int main() {
srand(time(0));
StartEndIndexes sei;
sei.start = 0;
sei.end = SIZE - 1;
// 1. Fill array with random numbers.
fillArrayWithRandomNumbers(array);
// 2. Print the array.
printf("Unsorted array: ");
printArray(array);
// 3. Create a 2 threads for merge sort.
// 4. Wait for mergesort to finish.
// 5. Print the sorted array.
printf("Sorted array: ");
printArray(array);
}
Pease fill out bolded sections!
In: Computer Science
Create a Guess the Number game.
In: Computer Science
Using the template given in ParallelMergeSort.c write the functions to divide the original array into equal fractions given the number of threads and perform Parallel MergeSort pThreads. Your algorithm should work for 2 threads.
ParallelMergeSort.c
#include <stdio.h>
#include <pthread.h>
#include <stdlib.h>
#include <time.h>
#include <unistd.h>
#define SIZE 100
int array[SIZE];
void fillArrayWithRandomNumbers(int arr[SIZE]) {
for(int i = 0; i<SIZE; i++) array[i] = rand()%100;
}
void printArray(int arr[SIZE]) {
for(int i = 0; i<SIZE; i++) printf("%5d", arr[i]);
printf("\n");
}
typedef struct StartEndIndexes {
int start;
int end;
} StartEndIndexes;
// Runs mergesort on the array segment described in the
// argument. Spawns two threads to mergesort each half
// of the array segment, and then merges the results.
void* mergeSort(void* args) {
return NULL;
}
int main() {
srand(time(0));
StartEndIndexes sei;
sei.start = 0;
sei.end = SIZE - 1;
// 1. Fill array with random numbers.
fillArrayWithRandomNumbers(array);
// 2. Print the array.
printf("Unsorted array: ");
printArray(array);
// 3. Create a 2 threads for merge sort.
// 4. Wait for mergesort to finish.
// 5. Print the sorted array.
printf("Sorted array: ");
printArray(array);
}
Makefile
mergeSort: ParallelMergeSort.c
gcc -std=c99 -pthread -o ParallelMergeSort
ParallelMergeSort.c -I.
In: Computer Science
The Travel Luggage Company “LugPro” designs and manufactures several different styles of soft- and hardcover luggage, briefcases, hanging bags, and purses. Their best-selling item is a line of hardcover luggage called the Trotter. It is produced in a basic five-stage assembly process that can accommodate several different outer coverings and colors. The assembly process includes constructing a heavy-duty plastic and metal frame; attaching the outer covering; joining the top and bottom and attaching the hinge mechanism; attaching the latches, lock, and handle; and doing the finishing work, including the luggage lining. Several hundred new pieces of luggage of particular shape and color are initiated through the assembly process each week in the company’s two factories. Travel Luggage Company also runs its own logistics operations to serve their customers in their 200 outlets all around Middle East.
1- Answer shortly the following questions: (6 Marks, 1.5 Marks each)
a) Name three main functions, which are found in every organization, in Travel Luggage Company.
b) What constitutes operations in Travel Luggage Company? Name at least three activities?
c) Describe the inputs and outputs of Travel Luggage Company’s manufacturing operations.
d) Name and explain at least three differences between Travel Luggage Company’s operations and a bank’s operations?
In: Operations Management
In: Computer Science
Consider this childhood game with two players, A and B. There are 11 lit candles. The players take turns blowing out 1, 2, or 3 candles, with A going first. The player that blows out the last candle wins. It is possible to solve this game using backwards induction. The numbers below may help you to organize your thoughts.
1 2 3 4 5 6 7 8 9 10 11
a. In equilibrium, which player wins the game?
b. On this player’s first move, how many candles should they blow out?
c. Pick a number of candles greater than 11 for which the other player would definitely be able to win the game. If no such number of candles exists (i.e. the same player would win for any number of candles 11 or greater), say so.
In: Economics