Baker premium is a company producing buns in a rented factory with the rental cost of $100 per day. The wage per worker is $40 per day. The table below shows the daily amount of buns produced with a different number of workers employed in the factory
| Workers | Buns |
1 | 30 |
| 2 | 70 |
| 3 | 130 |
| 4 | 210 |
| 5 | 260 |
| 6 | 300 |
| 7 | 320 |
| 8 | 330 |
(a) Compute and explain the minimum price per bun for Baker Premium to operate in the short-run and in the long-run
(b) If the price per bun is $1.50, determine the optimal output and compute the daily profit or loss incurred by Baker Premium. Explain why this ouput is optimal
(c) Consider the utility company in a city which is the only licensed water supplier in the city. The demand for water is given by P = 10 - 0.006Q and the marginal cost of the company is given by MC = 2 + 0.004Q. Identify the optimal output, the market price, the consumer surplus, the producer surplus and the deadweight loss in the water market.
In: Economics
Two parallel rectangles having emissivities of 0.6 and 0.9 are
each 1.2 meters wide and 2.4
meters high. They are positioned 0.6 meters apart. The plate with ?
= 0.6 is at 1000 K while the other is
420 K. The surroundings are at 290 K and may be assumed to absorb
all energy that escapes the two plates.
(a) What is the total energy lost (Watts) from the hotter plate
(radiosity)?
(b) What is the radiant energy exchange (Watts) between the two
plates?
In: Mechanical Engineering
QUESTION 7
Which has the greatest NPV assuming a 25 year planning horizon and MARR = 12%?
|
Install a $20,000 solar system that will last 25 years, and generate 38,000 kWh/year at $0.10/kWh. |
||
|
Install a $25,000 Ground-Source Heat pump that will last 50 years and save $3,500/year. |
||
|
Both options has equal NPV |
||
|
Not possible to be calculated |
In: Electrical Engineering
Liverpool Company has two divisions and manufactures one type of watch.. The two divisions are the production Division and the Package & Delivery Division. The production Division manufactures watches and then sells them to the Package & Delivery Division, which packs the watches and sells them to retailers. The market price for the Package & Delivery Division to purchase this watch is £40.
|
Production’s cost per watch are: |
£ |
|
Direct materials |
6 |
|
Direct labour |
7 |
|
Variable overhead |
5 |
|
Division fixed cost |
2 |
|
Package & Delivery’s cost per watch are: |
£ |
|
Direct materials |
9 |
|
Direct labour |
3 |
|
Variable overhead |
4 |
|
Division fixed cost |
16 |
Notes: Fixed costs shown above are per pair for 100,000 units.
d) Calculate and compare the difference in overall corporate net income between Scenario A and Scenario B if the Production Division sells 100,000 watches to retailers for £120 per watch.
Explain fully.
In: Accounting
The following table sets the demand and the supply schedules for flower bouquet on a normal
weekend.
16 marks
|
Price of a flower bouquet |
Quantity demanded Quantity supplied (Flower bouquet per week) |
|
|
7 |
90 |
30 |
|
9 |
80 |
35 |
|
12 |
50 |
50 |
|
19 |
40 |
70 |
|
24 |
25 |
80 |
|
Price of a flower bouquet |
Quantity demanded New Quantity supplied (Flower bouquet week) |
|
|
7 |
90 |
|
|
9 |
80 |
|
|
12 |
50 |
|
|
15 |
40 |
|
|
20 |
25 |
|
In: Economics
It is desired to air-condition a small one-room store located on the first floor of a building several stories in height. The store is 20' wide and 40' deep, and the ceiling height is 12'.The front wall, which faces north, may be condidered as 100% glass. The partitions between this store and the stores on either side are 4" cinder tile, platered on both sides; and the rear wall, which contains 40 sq ft of glass, is of 4" brickbacked by 8" concrete blocks with furred metal lath and plaster on the inside surface. The floor construction consists of a 6" concrete slab with 1/8" asphalt tile flooring laid directly on the conconcrete. There is no ceiling in the basement. The store ceiling constructin consists of a 3" concrete slab with a suspended metal-lath and plaster ceiling below the supporting steel joist, and a double wood floor on sleepers above the slab. The store is to be kept at 80F and 50% relative humidity when the outside temperature is 95F and the relative humidity is 50%. The stores on either side are not airconditioned, nor are the offices on the floor above. The temperature in the basement may be assumed to be 7 1/2 deg warmer than the store. Assume that there will be an average of 20 persons in the store and that about 2,000 watts of fluorescent lighting will be used.
What are the coefficients of heat transmission for walls, ceiling, floor, and partitions?
Calculate the sensible heat gain of the store described . Do not include infiltration.
For the same store, find the number of pounds of fresh air needed per minute if 75% of the air is recirculated and 25% is fresh air.
Compute the number of tons of refrigeration required to air-condition the store.
In: Mechanical Engineering
How can I edit this C code to make sure that the letter P and L would show up separately one at a time on an interval of one second on a raspberry pi?
1 #include <stdio.h>
2 #include <unistd.h>
3 #include "sense.h"
4
5 #define WHITE 0xFFFF
6
7 int main(void) {
8 // getFrameBuffer should only get called
once/program
9 pi_framebuffer_t
*fb=getFrameBuffer();
10 sense_fb_bitmap_t
*bm=fb->bitmap;
11
12 bm->pixel[0][0]=WHITE;
13 bm->pixel[0][1]=WHITE;
14 bm->pixel[0][2]=WHITE;
15 bm->pixel[0][3]=WHITE;
16 bm->pixel[0][4]=WHITE;
17 bm->pixel[0][5]=WHITE;
18 bm->pixel[1][5]=WHITE;
19 bm->pixel[2][5]=WHITE;
20 bm->pixel[3][5]=WHITE;
21 bm->pixel[3][4]=WHITE;
22 bm->pixel[3][3]=WHITE;
23 bm->pixel[2][3]=WHITE;
24 bm->pixel[1][3]=WHITE;
25
26
27 sleep(1);
28
29
30 bm->pixel[0][0]=WHITE;
31 bm->pixel[0][1]=WHITE;
32 bm->pixel[0][2]=WHITE;
33 bm->pixel[0][3]=WHITE;
34 bm->pixel[0][4]=WHITE;
35 bm->pixel[0][5]=WHITE;
36 bm->pixel[1][0]=WHITE;
37 bm->pixel[2][0]=WHITE;
38 bm->pixel[3][0]=WHITE;
39
40
41 /*
42 void drawCFB(void);
43 drawCFB();
44 */
45
46 sleep(1);
47 freeFrameBuffer(fb);
48 return 0;
49 }
50
In: Computer Science
This exercise deals with the case where price is not a constant but related to quantity demanded. The demand (price) function is P = 50 − 2.5Q, where Q is the quantity demanded. The revenue function is
TR = QxP =50Q -2.5Q2
and the total cost function is
TC = 25+25Q.
Using Excel, develop a table showing columns for Q, P, TR, TC, and Profit (TR-TC). Graph the total cost and total revenue functions at the values of Q: 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9. Indicate approximately on the graph the break-even output levels where total cost equals total revenue. Distinguish between these two output levels.
In: Economics
int[]array={90, 57, 34, 81, 59, 51, 99, 52, 78, 67}; use for numbers 1 through 4
Write code to print the given array backwards
In: Computer Science
|
Month |
Sales |
Month |
Sales |
|
|
1 |
195 |
13 |
155 |
|
|
2 |
210 |
14 |
120 |
|
|
3 |
190 |
15 |
135 |
|
|
4 |
170 |
16 |
110 |
|
|
5 |
180 |
17 |
122 |
|
|
6 |
156 |
18 |
97 |
|
|
7 |
134 |
19 |
85 |
|
|
8 |
155 |
20 |
110 |
|
|
9 |
145 |
21 |
85 |
|
|
10 |
165 |
22 |
78 |
|
|
11 |
128 |
23 |
66 |
|
|
12 |
135 |
24 |
45 |
α = 0.2 and β = 0.6
In: Statistics and Probability