Questions
list of vehicles and their horsepower. These are:

 

list of vehicles and their horsepower. These are:

211    230    182    155   320   310   320   140

177    138    306    310   171   169   150

a) Find the mean and standard deviation of the horsepower data.

b) Draw a normal probability plot (QQ plot) for the horsepower data

c) Draw a histogram of the horsepower data.

d) Using the actual data, find the number of cars with horsepower higher than the first car listed (211 hp). Then divide by 15 to get a percent

e) Using normalcdf, find the percent of cars with more horsepower than the first car listed (211 hp).

f) Compare your results of parts d and e. Are they close?

g) Do the data appear normal? Explain using parts b ,e and f

please answer only e, f, and g questions  !! thanks

here is A to D answers

Answers B

A) If the observations are

X1,X2,X3,X4,X5…………X15

Mean= 219.3

Std=72.9

B) A normal probability plot is created using Minitab

C) The Histogram of the horsepower data is created using Minitab

X represent horsepower

D) Number of cars with horsepower higher than first car listed(2011hp)=6

Percent=6/15*100=40%

In: Statistics and Probability

Patti Devine owns Devine Decorating. One of her most popular items is the Remind-a-Chime digital clock....

Patti Devine owns Devine Decorating. One of her most popular items is the Remind-a-Chime digital clock. This programmable clock issues "voice-based" reminders of important events like birthdays, anniversaries, etc. Following is the Remind-a-Chime inventory activity for January. The clocks on hand at January 1 had a unit cost of $140.

Date Purchases Sales Amt on Hand
1 Jan 40
5 Jan 60 units @ $150 each 100
16 Jan 70 units @ $255 each 30
23 Jan 90 units @ $170 each 120
28 Jan 55 units @ $295 each 65

(a) If Devine uses the first-in, first-out (FIFO) inventory method (periodic approach), what values would be assigned to ending inventory and cost of goods sold? How much is gross profit? (b) If Devine uses the last-in, first-out (LIFO) inventory method (periodic approach), what values would be assigned to ending inventory and cost of goods sold? How much is gross profit? (c) If Devine uses the weighted-average inventory method (periodic approach), what values would be assigned to ending inventory and cost of goods sold? How much is gros

In: Accounting

Susan Smith, president of Miami Co., recently read an article that claimed that at least 100...

Susan Smith, president of Miami Co., recently read an article that claimed that at least 100 of the country's largest 500 companies were either adopting or considering adopting the last-in, first-out (LIFO) method for valuing inventories. The article stated that the firms were switching to LIFO to (1) neutralize the effect of inflation in their financial statements, (2) eliminate inventory profits, and (3) reduce income taxes. Ms. Smith wonders if the change would benefit her company. Miami Co. currently uses the first-in, first-out (FIFO) method of inventory valuation in its periodic inventory system. The company has a high inventory turnover rate, and inventories represent a significant proportion of the assets. Ms. Smith has been told that the LIFO system is more costly to operate and will provide little benefit to companies with high turnover. She intends to use the inventory method that is best for the company in the long run rather than selecting a method just becuase it is the current fad. Your assignment: Explain to Ms. Smith what "inventory profits" are and how the LIFO method of inventory valuation could reduce them. Also explain to her the conditions that must exist for Miami Co. to receive tax benefits from a switch to the LIFO method

In: Accounting

Hilton Corporation began operations on 1-1-2012. Hilton used the last-in-first-out (LIFO) inventory costing method from 1-1-2012...

Hilton Corporation began operations on 1-1-2012. Hilton used the last-in-first-out (LIFO) inventory costing method from 1-1-2012 through 12-31-2014. Presented below are effects of using LIFO for 2014 and earlier years.

Year

2012

2013

2014

Cost of goods sold (CGS) – LIFO

900

1,000

1,100

Net Income - LIFO

500

650

880

As of 12-31

2012

2013

2014

Retained Earnings based on LIFO

500

1,400

2,300

Inventory based on LIFO

100

225

500

Hilton Corporation changed its inventory costing method from LIFO to the first-in-first-out (FIFO) as of 1-1-2015. Presented below are effects of using FIFO for 2014 and earlier years.

As of 12-31

2012

2013

2014

Inventory based on FIFO

120

285

590

When Hilton issued its 2015 financial statements, it elected to provide comparative statements from the three previous years, i.e., 2012, 2013 and 2014. The change will be accounted for using the retrospective approach.

Required

When the 2015 financial statements are issued in April of 2016, what will be the comparative retained earnings from the 12-31-2013 balance sheet ?

In: Accounting

ISYS 350, Assignment 2, Part 1: Create a C# Form with a textbox and a button....

ISYS 350, Assignment 2,

Part 1:

Create a C# Form with a textbox and a button. The box is for a user to enter a number

of seconds. And when the user clicks the button, the program displays the equivalent

number of hours, minutes and seconds using a MessageBox. Show method. If the

seconds entered is less than 60, your program should only display the seconds; if the

seconds is a least 60 and less than 3600, your program should display minutes and

seconds; if the second is at least 3600, your program should display hours, minutes

and seconds.

Use the following data to test your program:

47 seconds: 47 seconds (don’t show 0 hour and 0 minute)

645 seconds: 10 minutes, 45 seconds (don’t show 0 hour)

7565 seconds: 2 hours, 6 minutes, 5 seconds

Requirements:

1. Input validation: The number of seconds cannot exceed 86400. You must use

textbox’s Validating event to do the validation.

2. Turn in the form’s screenshot and the code. (Note: You can use the Alt

+ PrintScrn keys to capture only the active window.)

Part 2: An electric company charges to their customers based on Kilowatt-Hours

(Kwh) used. The rules to compute the charge are:

First 100 Kwh, 35 cents per Kwh

Each of the next 100 Kwh (up to 200 Kwh), 45 cents per Kwh

(the first 100 Kwh used is still charged at 35 cents each)

Each of the next 300 Kwh (up to 500 Kwh) 65 cents per Kwh

All Kwh over 500, 80 cents per KH

Create a C# Form with a textbox to enter Kwh used, a read-only textbox to display the

electricity charges, and a button to compute the charges. The Kwh used could be a

number with decimals.

Requirements:

1. Input validation: Use the KWH textbox validating event to ensure the KWH cannot

exceed 2000. Test your program with (1) Kwh=4500, (2) Kwh = 350

2. Turn in the form’s screenshot and the code

In: Computer Science

Tucker Inc

Tucker Inc. produces high-quality suits and sport coats for men. Each suit requires 1.2 hours of cutting time and 0.7 hours of sewing time, uses 6 yards of material, and provides a profit contribution of $190. Each sport coat requires 0.8 hours of cutting time and 0.6 hours of sewing time, uses 4 yards of material, and provides a profit contribution of $150. For the coming week, 200 hours of cutting time, 180 hours of sewing time, and 1200 yards of fabric are available. Additional cutting and sewing time can be obtained by scheduling overtime for these operations. Each hour of overtime for the cutting operation increases the hourly cost by $15, and each hour of overtime for the sewing operation increases the hourly cost by $10. A maximum of 100 hours of overtime can be scheduled. Marketing requirements specify a minimum production of 100 suits and 75 sport coats. Let
S = number of suits produced
SC = number of sport coats produced
D1 = hours of overtime for the cutting operation
D2 = hours of overtime for the sewing operation
The computer solution developed using The Management Scientist is shown in Figure.
THE MANAGEMENT SCIENTIST SOLUTION FOR THE TUCKER INC. PROBLEM

Tucker Inc. produces high-quality suits and sport coats for men.

 

a. What is the optimal solution, and what is the total profit? What is the plan for the use of overtime?
b. A price increase for suits is being considered that would result in a profit contribution of $210 per suit. If this price increase is undertaken, how will the optimal solution change?
c. Discuss the need for additional material during the coming week. If a rush order for material can be placed at the usual price plus an extra $8 per yard for handling, would you recommend the company consider placing a rush order for material? What is the maximum price Tucker would be willing to pay for an additional yard of material? How many additional yards of material should Tucker consider ordering?
d. Suppose the minimum production requirement for suits is lowered to 75. Would this change help or hurt profit?Explain.

In: Accounting

Q1: A firm uses physical capital, which is fixed at 4 units, and labour (L) to...

Q1: A firm uses physical capital, which is fixed at 4 units, and labour (L) to make its product. The price of physical capital is $250 per unit and the price of labour is $100 per unit.

a) Complete the following table by filling in the columns for marginal product of labour (MPL), average product of labour (APL), total fixed cost (TFC), total variable cost (TVC), total cost (TC), average fixed cost (AFC), average variable cost (AVC), average total cost (ATC) and marginal cost (MC). Show values to 2 decimal places if they are not whole numbers. Hint: Do not confuse L, the amount of labour used with Q, the amount of output produced.

L (units)

Q or TP (units)

MPL

(output/unit of L)

APL

(output/unit of L)

TFC

($)

TVC

($)

TC

($)

AFC

($/unit of Q)

AVC

($/unit of Q)

ATC

($/unit of Q)

MC

($/unit of Q)

0

0

1

20

2

50

$20

3

90

4

140

$10

5

180

$500

6

210

7

230

$1,000

$5

8

240

$3.33

9

245

b) Why does MC increase at some point when the firm’s output increases? Hint: MC is related to MPL.

c) How does AVC change (increase, decrease or no change) when the firm uses more labour and APL increases?

d) Why does AFC decrease when the firm’s output increases?

e) Why does AVC increase at some point when the firm’s output increases? Hint: How will your ECON 1220 mark will affect your GPA?

f) Which costs would change if the price of physical capital increased from $250 per unit to $300 per unit AND how would these costs change (increase or decrease)?

g) Which costs would change if the price of labour increased from $100 per unit $150 per unit AND how would these costs change (increase or decrease)?

In: Economics

Q1: A firm uses physical capital, which is fixed at 4 units, and labour (L) to...

Q1: A firm uses physical capital, which is fixed at 4 units, and labour (L) to make its product. The price of physical capital is $250 per unit and the price of labour is $100 per unit.

a) Complete the following table by filling in the columns for marginal product of labour (MPL), average product of labour (APL), total fixed cost (TFC), total variable cost (TVC), total cost (TC), average fixed cost (AFC), average variable cost (AVC), average total cost (ATC) and marginal cost (MC). Show values to 2 decimal places if they are not whole numbers. Hint: Do not confuse L, the amount of labour used with Q, the amount of output produced.

L (units)

Q or TP (units)

MPL

(output/unit of L)

APL

(output/unit of L)

TFC

($)

TVC

($)

TC

($)

AFC

($/unit of Q)

AVC

($/unit of Q)

ATC

($/unit of Q)

MC

($/unit of Q)

0

0

1

20

2

50

$20

3

90

4

140

$10

5

180

$500

6

210

7

230

$1,000

$5

8

240

$3.33

9

245

b) Why does MC increase at some point when the firm’s output increases? Hint: MC is related to MPL.

c) How does AVC change (increase, decrease or no change) when the firm uses more labour and APL increases?

d) Why does AFC decrease when the firm’s output increases?

e) Why does AVC increase at some point when the firm’s output increases? Hint: How will your ECON 1220 mark will affect your GPA?

f) Which costs would change if the price of physical capital increased from $250 per unit to $300 per unit AND how would these costs change (increase or decrease)?

g) Which costs would change if the price of labour increased from $100 per unit $150 per unit AND how would these costs change (increase or decrease)?

In: Economics

Q1: A firm uses physical capital, which is fixed at 4 units, and labour (L) to...

Q1: A firm uses physical capital, which is fixed at 4 units, and labour (L) to make its product. The price of physical capital is $250 per unit and the price of labour is $100 per unit.

a) Complete the following table by filling in the columns for marginal product of labour (MPL), average product of labour (APL), total fixed cost (TFC), total variable cost (TVC), total cost (TC), average fixed cost (AFC), average variable cost (AVC), average total cost (ATC) and marginal cost (MC). Show values to 2 decimal places if they are not whole numbers. Hint: Do not confuse L, the amount of labour used with Q, the amount of output produced.

L (units)

Q or TP (units)

MPL

(output/unit of L)

APL

(output/unit of L)

TFC

($)

TVC

($)

TC

($)

AFC

($/unit of Q)

AVC

($/unit of Q)

ATC

($/unit of Q)

MC

($/unit of Q)

0

0

1

20

2

50

$20

3

90

4

140

$10

5

180

$500

6

210

7

230

$1,000

$5

8

240

$3.33

9

245

b) Why does MC increase at some point when the firm’s output increases? Hint: MC is related to MPL.

c) How does AVC change (increase, decrease or no change) when the firm uses more labour and APL increases?

d) Why does AFC decrease when the firm’s output increases?

e) Why does AVC increase at some point when the firm’s output increases? Hint: How will your ECON 1220 mark will affect your GPA?

f) Which costs would change if the price of physical capital increased from $250 per unit to $300 per unit AND how would these costs change (increase or decrease)?

g) Which costs would change if the price of labour increased from $100 per unit $150 per unit AND how would these costs change (increase or decrease

In: Economics

1. Over the past 200 stock-trading days data is collected concerning whether the stock index, called...

1. Over the past 200 stock-trading days data is collected concerning whether the stock index, called the S&P 500, increased or decreased as well as whether the individual stock Apple increased or decreased. Apple stock increased in price on 130 of the days. The S&P 500 increased on 150 of the days. Finally, Apple increased and the S&P 500 increased on 100 of the days. (assume the index either increases or decreases and assume the stock either increases or decreases, ie, neither the stock nor the index ever stays the same from the previous day) What is the probability that on a randomly chosen day that Apple’s stock price decreases or the S&P Index increases? (please round your answer to 4 decimal places)

2.Over the past 200 stock-trading days data is collected concerning whether the stock index, called the S&P 500, increased or decreased as well as whether the individual stock Apple increased or decreased. Apple stock increased in price on 130 of the days. The S&P 500 increased on 150 of the days. Finally, Apple increased and the S&P 500 increased on 100 of the days. (assume the index either increases or decreases and assume the stock either increases or decreases, ie, neither the stock nor the index ever stays the same from the previous day) On the days that Apple’s stock price increases, what is the probability that the S&P Index decreases in value? (please round your answer to 4 decimal places)

3.The amount of gas a local gas station sells is random. The following describes the distribution of gasoline sales in a given day. There is a probability of 0.24 that the station will sell 1100 gallons of gas; there is a probability of 0.23 that the station will sell 1400 gallons of gas; there is a probability of 0.29 that the station will sell 1700 gallons of gas; otherwise, the station sells 2000 gallons of gas. What is the probability the station will sell at least 1400 gallons of gas on a randomly chosen day? (please express your answer using 2 decimal places)

In: Statistics and Probability