3. What is the output of the following program?

#include <iostream>

using namespace std;

void showDouble(int); //Function prototype

int main()

{

int num;

for (num = 0; num < 10; num++)

showDouble(num);

return 0;

}

// Definition of function showDouble

void showDouble(int value)

{

cout << value << ‘\t’ << (value * 2) << endl;

}

Please do the following Program and hand in the code and sample runs.

1. Write a program using the following function prototypes:
   • double getLength();
   • double getWidth();
   • double getArea(double len, double wid);
   • void displayData(double len, double wid, double area);

Write function main which calls these four functions. In your function definitions make sure that the length and width are positive numbers.

Hand in 2 runs showing valid and invalid data.

130 adults with gum disease were asked the number of times per week they used to floss before their diagnoses. The (incomplete) results are shown below:

a. Complete the table (Use 4 decimal places when applicable)

b. What is the cumulative relative frequency for flossing 6 times per week? %

250 people are asked how many siblings they have?

a. Complete the table (Use 4 decimal places when applicable)

b. What percent of the people have exactly one sibling? %

50 part-time students were asked how many courses they were taking this term. The (incomplete) results are shown below:

a. Complete the table.

b. What percent of students take exactly one course? %

50 part-time students were asked how many courses they were taking this term. The (incomplete) results are shown below:

Please fill out the table.

What percent of students take exactly two courses? %

Please give me 2 examples of angular analoge of newton's 3rd law of motion on cricket and 2 examples of angular analoge of the 2nd law of motion on cricket sport and examples of co efficient of restitution, conservation of momentum and transfer of angular momentum on cricket please answer in the form of screenshots or videos

Factory workers at a company are paid a wage of $15 per hour. In addition, the company pays benefits (vacation leave, sick leave, health insurance, etc.) equal to 75% of a worker’s base wage for a 40-hour week. Workers are paid 1.5 times the hourly rate for any overtime hours worked in excess of 40 hours during a week, but no additional benefits are paid for overtime work.

a) How much wages will a worker receive for working 40, 42, 44, 46, 48, and 50 hours during a week? What would be the worker’s average hourly pay? Show both in table and in graph form.

b) What would be the company’s cost for a worker who works 40, 42, 44, 46, 48, and 50 hours during the week? What would be the company’s average hourly cost? Show both in table and graph form.

c) What can you say about the worker’s average hourly pay compared to the company’s average hourly cost? What are the implications?

Factory workers at a company are paid a wage of $15 per hour. In addition, the company pays benefits (vacation leave, sick leave, health insurance, etc.) equal to 75% of a worker’s base wage for a 40-hour week. Workers are paid 1.5 times the hourly rate for any overtime hours worked in excess of 40 hours during a week, but no additional benefits are paid for overtime work.

a) How much wages will a worker receive for working 40, 42, 44, 46, 48, and 50 hours during a week? What would be the worker’s average hourly pay? Show both in table and in graph form.

b) What would be the company’s cost for a worker who works 40, 42, 44, 46, 48, and 50 hours during the week? What would be the company’s average hourly cost? Show both in table and graph form.

c) What can you say about the worker’s average hourly pay compared to the company’s average hourly cost? What are the implications?

Factory workers at a company are paid a wage of $15 per hour. In addition, the company pays benefits (vacation leave, sick leave, health insurance, etc.) equal to 75% of a worker’s base wage for a 40-hour week. Workers are paid 1.5 times the hourly rate for any overtime hours worked in excess of 40 hours during a week, but no additional benefits are paid for overtime work.

a) How much wages will a worker receive for working 40, 42, 44, 46, 48, and 50 hours during a week? What would be the worker’s average hourly pay? Show both in table and in graph form.

b) What would be the company’s cost for a worker who works 40, 42, 44, 46, 48, and 50 hours during the week? What would be the company’s average hourly cost? Show both in table and graph form.

c) What can you say about the worker’s average hourly pay compared to the company’s average hourly cost? What are the implications?

To play the PowerBall lottery, you buy a ticket that has five unique numbers in the range of 1–69, and a “PowerBall” number in the range of 1–26. (You can pick the numbers yourself, or you can let the ticket machine randomly pick them for you.) Then, on a specified date, a winning set of numbers is randomly selected by a machine. If your first five numbers match the first five winning numbers in any order, and your PowerBall number matches the winning Pow-erBall number, then you win the jackpot, which is a very large amount of money. If your numbers match only some of the winning numbers, you win a lesser amount, depending on how many of the winning numbers you have matched. In the student sample programs for this book, you will find a file named pbnumbers.txt, containing the winning PowerBall numbers that were selected between February 3, 2010 and May 11, 2016 (the file contains 654 sets of winning numbers). Figure 8-6 shows an example of the first few lines of the file’s contents. Each line in the file contains the set of six numbers that were selected on a given date. The numbers are separated by a space, and the last number in each line is the PowerBall number for that day. For example, the first line in the file shows the numbers for February 3, 2010, which were 17, 22, 36, 37, 52, and the PowerBall number 24. Write a program that works with this file to display the 10 most common numbers, ordered by frequency.

17 22 36 37 52 24
14 22 52 54 59 04
05 08 29 37 38 24
10 14 30 40 51 01
07 08 19 26 36 15
13 27 37 41 54 22
04 17 35 50 57 12
18 47 51 53 58 20
07 09 14 45 49 23
10 29 33 41 59 15
17 21 37 41 50 01
06 16 20 31 36 08
24 26 45 48 55 08
09 36 39 44 45 09
14 20 24 39 49 07
07 21 32 44 52 10
05 13 17 45 54 12
10 15 31 52 59 04
04 36 40 44 52 23
21 22 49 52 58 24
06 14 32 38 52 20
05 21 22 41 49 15
11 34 41 49 55 20
01 12 53 56 57 05
12 22 25 28 44 24
16 23 25 49 58 20
13 34 40 47 57 11
05 22 34 41 57 21
37 51 52 53 58 18
15 21 23 28 36 20
02 07 29 55 58 17
19 20 40 47 57 19
01 06 10 13 20 22
01 03 24 28 41 10
04 09 14 39 43 18
18 34 40 48 59 25
14 22 27 32 49 05
09 12 13 35 38 20
08 11 18 29 36 06
09 30 31 50 54 19
11 30 45 47 48 10
13 30 32 38 57 25
06 38 43 47 48 17
03 10 14 52 53 03
10 41 44 48 56 04
20 21 27 28 56 04
20 21 23 38 42 06
22 27 35 37 45 03
16 22 30 51 58 25
20 30 38 46 59 17
01 11 20 25 27 02
01 16 17 41 57 15
19 28 30 37 53 26
04 22 26 31 52 20
07 10 22 23 52 19
09 33 36 50 58 21
04 32 33 47 55 19
07 10 12 22 27 26
16 17 29 31 36 23
04 22 27 32 56 13
17 20 21 40 51 19
11 14 22 33 42 18
10 35 39 51 57 20
07 17 20 36 59 23
07 20 21 34 43 24
01 18 37 39 44 13
10 24 36 52 55 15
08 16 27 35 42 20
13 44 51 52 55 20
12 20 30 36 47 25
14 26 37 41 46 24
02 06 32 42 49 25
12 22 32 34 46 02
11 12 15 16 28 11
07 17 20 39 59 17
02 07 16 20 46 24
20 24 25 53 59 15
01 07 27 36 49 19
34 38 39 45 50 23
07 12 23 34 38 23
05 08 11 40 44 10
17 30 48 51 54 19
14 16 53 54 59 05
10 12 38 53 57 01
08 20 21 32 37 04
10 30 37 47 54 19
05 10 11 12 20 02
13 24 27 31 42 22
08 11 25 41 58 16
01 08 10 19 20 23
10 11 18 32 45 18
04 11 19 33 43 14
11 33 44 46 47 12
01 17 38 50 52 24
03 16 18 20 37 20
18 22 37 47 54 26
22 26 32 38 40 07
06 07 26 33 52 24
19 21 23 40 48 17
09 13 22 23 37 21
22 36 51 56 59 22
30 31 34 45 51 23
04 05 36 47 58 06
24 28 45 49 52 02
03 14 33 53 57 26
15 37 41 56 59 05
07 11 39 42 51 20
11 32 36 48 52 19
09 13 21 23 48 24
03 12 34 37 42 26
29 32 36 39 49 19
04 13 17 21 45 10
07 31 50 51 58 06
02 23 31 42 48 21
12 20 28 40 48 08
01 04 12 41 47 03
28 39 40 48 53 09
03 11 20 27 46 08
05 15 26 28 32 09
04 10 11 19 33 17
19 20 42 56 58 17
06 22 34 43 45 23
10 18 41 55 56 15
05 14 32 53 56 11
04 23 39 49 50 19
21 33 44 45 55 07
09 24 34 36 43 17
03 11 47 48 58 19
04 24 40 44 55 05
06 13 15 32 41 03
03 15 27 29 41 24
02 11 27 47 55 15
09 17 32 43 45 21
08 17 18 40 44 16
07 12 13 42 49 16
02 08 40 49 50 26
04 23 31 42 50 23
12 20 43 51 55 11
08 18 38 46 56 21
17 19 39 41 58 21
14 37 44 45 53 19
16 18 27 36 50 08
19 20 38 41 43 19
12 21 22 38 41 18
12 15 19 46 59 12
18 36 39 41 57 12
24 30 45 57 59 26
01 11 18 29 51 22
11 15 24 50 55 08
01 09 11 23 31 06
08 18 19 32 54 08
24 28 48 50 54 25
01 04 38 40 42 17
01 07 27 38 48 20
38 40 41 51 59 23
20 40 41 47 55 19
13 19 21 28 49 11
25 30 54 57 59 06
11 18 36 41 46 18
09 12 35 50 58 04
18 28 31 48 52 17
02 17 23 28 47 26
09 13 47 49 53 19
02 12 25 54 58 14
13 19 35 47 57 19
15 25 52 53 54 02
03 05 18 27 54 13
04 19 22 32 53 24
16 41 42 50 59 05
06 20 22 32 43 11
12 47 48 52 55 13
03 04 12 27 44 26
30 41 50 51 53 08
01 12 23 27 43 21
07 20 43 46 54 17
03 27 35 37 45 21
10 12 23 43 47 18
05 10 24 38 43 01
16 26 35 52 58 02
03 08 23 30 58 13
01 18 21 39 55 06
11 16 40 51 56 18
12 14 34 39 46 26
02 33 39 40 43 26
05 35 57 58 59 12
04 35 36 51 56 08
13 22 25 39 51 18
09 16 17 28 30 11
04 30 35 57 59 25
20 37 39 45 55 18
02 06 34 35 47 22
05 18 33 43 45 08
03 14 20 39 40 17
04 19 33 41 59 09
02 24 46 52 56 19
13 28 49 51 59 23
10 13 15 31 54 18
14 16 30 51 52 19
16 21 27 41 45 14
05 23 25 28 40 24
21 35 46 47 50 02
03 21 24 38 39 24
05 19 29 45 47 25
10 30 36 38 41 01
06 29 34 44 50 18
12 24 43 44 45 07
04 19 28 29 47 05
05 33 41 54 59 13
08 13 17 34 59 25
15 23 43 45 56 07
17 28 38 39 51 23
01 10 37 52 57 11
11 12 32 52 56 11
23 28 50 56 59 05
07 16 17 39 51 22
06 11 42 53 54 07
01 04 11 23 26 14
29 30 45 47 49 25
12 35 45 46 47 12
05 14 17 20 41 05
01 08 41 46 59 24
11 14 49 55 58 20
32 43 53 55 56 06
01 15 35 37 47 08
11 16 29 50 58 23
05 14 36 54 58 17
01 24 33 45 49 06
05 13 17 20 30 18
16 23 42 44 47 02
14 15 16 19 24 02
20 22 39 46 49 19
06 08 20 42 51 16
04 25 29 34 43 19
31 39 40 57 58 23
07 08 33 38 50 19
09 12 20 44 59 23
01 07 11 55 56 01
10 24 35 53 58 22
03 07 21 28 43 02
08 13 35 46 51 20
04 07 26 53 59 22
13 14 41 49 59 14
09 10 24 52 56 14
09 10 17 29 45 23
19 30 33 48 59 17
18 22 45 56 57 17
07 10 14 33 57 18
08 14 15 16 27 26
11 17 29 56 57 14
01 03 41 44 53 20
06 34 40 46 58 06
07 15 20 41 44 22
14 19 35 39 56 23
03 05 29 39 59 19
05 22 36 49 55 23
04 16 32 37 46 13
02 05 20 23 57 03
09 31 38 54 56 20
03 14 35 38 46 16
05 06 13 36 50 13
03 16 48 56 58 04
19 30 48 53 55 18
03 07 11 15 28 12
04 13 39 46 51 01
06 27 46 51 56 21
14 26 41 55 59 01
22 29 31 47 55 19
01 06 07 20 49 23
25 28 49 54 56 18
08 11 21 44 49 22
04 19 26 42 51 19
06 20 34 44 48 19
24 33 36 48 56 06
03 20 26 43 48 01
01 05 08 39 50 23
02 16 18 40 42 23
13 26 39 41 42 10
14 18 28 29 57 08
17 23 36 55 59 10
15 26 34 36 59 25
18 26 29 35 43 18
02 05 25 26 49 18
01 07 10 23 42 25
04 21 28 31 44 10
03 18 21 23 50 04
22 32 34 36 56 23
01 27 31 45 48 05
04 07 09 30 54 25
32 34 45 52 58 20
32 42 50 54 55 22
08 10 30 44 58 13
03 15 27 58 59 20
08 18 24 30 39 26
22 32 37 44 50 24
05 16 22 23 29 06
03 10 19 36 46 03
13 17 19 27 38 12
07 23 26 40 53 21
08 10 25 36 44 18
15 23 40 44 55 14
05 08 20 23 30 03
01 18 35 39 44 11
11 13 23 43 54 04
36 46 50 52 55 14
18 20 28 35 53 20
26 30 49 51 54 25
11 13 20 27 59 26
10 14 21 23 47 07
09 21 28 32 51 25
08 28 29 34 38 25
11 12 24 43 45 09
03 22 26 41 49 18
14 16 32 47 52 16
11 16 33 40 41 24
05 27 36 38 41 12
05 06 16 36 58 03
12 23 25 27 43 19
15 16 46 50 58 19
03 17 19 25 32 17
02 05 31 39 41 19
03 14 20 34 48 21
03 08 13 41 56 16
06 10 23 41 45 01
10 37 40 46 52 12
05 09 28 32 38 19
03 07 21 44 53 16
13 14 17 43 54 15
17 29 31 52 53 21
07 37 43 48 52 16
11 23 26 46 55 17
01 06 08 12 35 03
04 07 08 29 39 24
01 36 40 52 53 20
10 12 31 56 57 23
13 18 36 48 58 18
06 08 30 39 48 20
09 19 31 56 59 02
03 23 48 54 55 05
22 26 31 54 55 18
07 12 26 36 40 17
21 22 26 30 57 17
06 13 19 23 43 16
02 11 26 34 41 22
10 13 14 22 52 11
09 31 35 41 57 26
02 06 19 21 27 25
09 14 17 49 57 02
22 28 33 53 59 14
04 26 33 36 55 22
02 11 22 26 32 19
16 22 23 42 55 22
28 36 40 48 55 01
07 46 47 52 57 17
13 19 23 33 57 18
01 18 33 39 46 23
08 28 30 53 56 16
03 06 29 40 51 04
02 13 35 36 52 11
30 31 45 55 59 17
02 08 22 35 37 06
01 22 34 38 42 17
14 25 27 38 58 06
09 29 40 44 54 07
09 23 40 53 58 06
08 24 39 49 59 05
21 24 36 42 45 15
05 25 30 58 59 22
04 12 14 37 58 13
04 11 17 43 51 20
18 21 46 54 56 23
30 40 42 46 48 23
12 17 25 45 59 19
06 07 09 19 32 13
02 07 25 40 56 20
02 09 26 45 47 11
02 19 22 26 45 24
11 19 33 42 52 23
01 17 25 37 44 20
07 10 22 32 35 19
12 17 45 54 58 13
02 07 17 49 53 23
14 47 52 53 54 05
04 06 25 42 51 17
11 12 17 39 40 05
03 09 19 33 38 18
08 10 26 57 58 04
03 26 28 34 42 18
09 33 54 56 57 05
03 23 31 34 47 13
04 06 34 49 56 19
02 36 40 49 54 10
13 23 24 27 40 17
01 05 10 15 49 22
03 09 37 49 56 22
05 31 50 55 56 09
10 29 37 44 59 10
04 18 23 32 45 07
05 12 43 52 55 10
18 25 50 55 57 17
05 26 44 45 57 19
06 09 11 31 44 15
13 20 32 45 48 17
01 10 13 18 19 17
14 25 32 33 41 24
07 24 37 39 40 01
25 36 40 45 51 08
23 28 38 39 56 22
08 35 44 51 56 18
15 24 40 48 52 23
19 20 37 41 58 14
10 28 39 47 58 22
10 15 33 48 54 24
07 08 09 24 29 25
13 14 19 31 38 25
01 02 07 09 55 19
08 12 18 55 57 02
11 23 28 32 47 20
05 12 15 27 38 07
08 17 32 57 59 24
24 25 34 37 54 19
36 44 49 52 57 01
02 09 14 21 23 03
01 17 35 49 54 24
02 03 13 14 54 04
11 12 17 38 42 02
03 08 25 30 47 13
03 07 09 26 54 19
10 14 24 32 41 20
14 15 28 37 54 10
02 05 34 51 58 09
02 19 23 34 43 14
13 28 31 55 58 15
28 33 41 44 59 21
02 03 12 27 38 17
08 13 19 22 53 24
11 21 26 33 34 19
09 14 44 48 49 19
14 26 45 54 55 20
34 39 42 44 59 08
05 06 29 35 51 21
19 25 29 36 48 12
03 07 22 30 33 20
02 09 11 19 50 22
05 15 16 46 49 26
17 29 31 48 49 24
04 31 41 47 55 01
07 33 39 52 55 23
23 32 39 47 49 22
04 20 34 39 58 21
15 16 28 49 55 18
02 24 28 32 59 25
15 27 31 34 48 01
01 07 10 22 49 24
28 30 35 58 59 15
14 18 25 33 49 23
09 33 42 45 54 20
06 09 29 52 59 07
05 06 37 41 54 26
10 20 25 50 53 25
08 18 45 53 58 25
24 34 36 57 58 11
09 25 42 55 57 14
02 03 07 23 51 26
05 15 18 26 32 25
10 17 25 45 53 09
04 10 12 22 31 03
24 28 30 38 39 16
13 30 42 49 53 19
12 26 44 46 47 19
01 08 24 28 49 24
03 12 31 34 51 24
08 37 39 40 52 24
07 08 17 48 59 09
04 08 21 38 40 03
28 32 35 36 52 21
17 24 26 45 46 19
05 28 31 52 59 17
02 16 43 45 51 25
09 29 31 43 50 18
02 14 39 40 43 13
01 06 16 37 53 17
18 25 36 48 50 23
22 23 30 37 39 16
07 14 21 24 41 26
02 11 35 52 54 13
01 04 18 20 45 07
13 18 24 25 33 21
05 16 31 46 50 18
10 19 37 38 39 18
05 07 19 27 28 20
20 26 27 36 54 19
29 30 40 42 50 16
06 10 51 54 57 12
25 28 48 57 59 16
01 03 13 25 38 17
02 11 19 21 42 24
09 19 33 38 54 15
37 39 51 52 55 11
13 16 33 35 51 18
06 36 38 48 51 17
23 49 53 54 57 25
16 17 22 46 54 25
13 24 30 42 48 17
25 30 32 46 54 26
12 15 22 43 49 14
34 44 48 54 55 10
05 13 28 43 55 23
22 31 38 47 48 15
14 15 19 31 56 05
11 12 46 47 50 22
07 10 11 14 36 15
17 27 37 40 53 25
04 18 43 46 55 25
14 15 47 49 59 10
02 09 19 28 29 19
02 04 10 41 53 22
15 16 23 27 36 09
11 12 15 28 57 23
16 19 20 29 33 10
12 24 35 36 49 01
05 11 16 26 50 24
24 36 51 52 56 22
05 10 21 34 58 23
11 13 25 39 54 19
01 24 44 45 51 18
01 09 29 32 49 22
10 14 18 34 51 26
17 19 21 32 39 08
11 17 25 28 46 12
08 12 15 35 50 22
34 36 38 42 50 23
11 24 31 40 44 17
08 14 39 46 47 18
14 25 30 33 47 08
11 16 30 38 42 07
07 19 23 50 54 14
02 04 06 12 38 17
02 30 33 39 44 01
33 39 40 41 54 18
01 19 45 46 58 19
01 12 32 42 58 12
01 16 21 29 40 20
13 22 23 29 31 17
10 14 25 39 53 18
21 33 35 38 45 12
01 26 34 38 51 06
02 06 11 30 31 23
23 24 27 39 41 20
04 15 17 35 58 17
01 25 29 31 47 07
24 29 38 48 52 22
01 12 28 35 44 25
09 15 17 31 43 16
08 15 34 53 59 23
08 09 25 56 57 22
06 08 13 37 40 11
08 13 18 27 43 15
31 32 48 49 53 25
29 41 48 52 54 19
20 21 22 41 54 07
09 10 16 20 57 15
03 05 10 22 32 07
18 28 35 46 49 17
07 24 26 31 41 25
03 06 14 18 24 21
04 15 25 27 30 18
11 39 46 52 54 03
13 16 34 45 50 11
06 37 39 45 55 23
12 31 43 44 57 11
27 29 34 41 44 02
04 22 27 28 52 25
07 13 24 49 57 15
09 11 14 16 42 19
09 34 48 52 54 15
08 13 29 38 52 18
03 13 17 42 52 24
06 08 43 48 50 07
04 12 14 21 55 07
02 22 32 45 56 12
18 21 25 28 29 16
17 22 30 46 56 16
10 16 18 29 45 19
44 45 47 50 51 08
02 03 13 16 35 17
05 07 24 31 39 07
12 17 26 43 48 24
08 29 41 51 58 05
23 31 42 50 57 05
21 39 40 55 59 17
06 26 33 44 46 04
18 30 40 48 52 09
12 27 29 43 68 01
15 20 29 31 40 01
48 49 57 62 69 19
30 32 42 56 57 11
20 31 56 60 64 02
04 54 56 62 63 10
09 20 25 47 68 07
02 12 17 20 65 17
07 16 25 50 53 15
04 26 32 55 64 18
14 22 37 45 66 05
17 40 41 46 69 06
37 47 50 52 57 21
16 29 53 58 69 21
02 06 47 66 67 02
14 18 19 32 64 09
13 27 33 47 68 13
07 10 16 46 56 01
02 14 19 30 62 22
09 10 32 42 55 06
28 30 41 59 68 10
16 38 55 63 67 25
27 40 44 59 65 20
12 36 38 54 61 22
05 06 15 29 42 10
02 11 47 62 63 17
16 19 32 34 57 13
04 08 19 27 34 10
03 51 52 61 64 06
05 39 44 47 69 24
22 32 34 40 69 19
03 12 40 52 67 21
05 12 16 31 43 18
26 28 31 60 67 23
04 13 31 36 52 08
02 03 40 50 62 05
07 15 18 19 36 20
07 17 27 29 40 25
11 12 15 16 54 25
21 31 64 65 67 05
10 11 21 22 53 18
12 13 44 52 62 06
03 27 34 59 69 19
14 23 32 34 68 03
11 28 50 57 62 23
10 12 13 46 50 21
11 23 43 54 60 03
05 08 15 22 49 25
11 23 42 52 68 06
24 44 53 55 63 19
09 28 30 40 61 03
04 28 49 60 65 25
14 22 23 41 61 09
30 33 35 38 64 22
03 18 25 32 51 03
12 25 30 52 62 08
19 35 46 59 62 13
02 25 33 39 64 17
03 12 16 32 34 14
30 47 57 66 69 03
05 25 26 44 66 09
20 32 52 66 69 23

The maximum reaction rates (Vmax) for the enzyme invertase were measured from samples at four temperatures. Test the hypothesis that there are no significant differences in the mean invertase reaction rates among temperatures at the 5% level of significance. (8 points)

7. Report the SS(total) value

a. 4.0500

b.5.5800

c.2.5300

d. 4.1094

8. Report the SS(error) value

a.2.0922

b.2.4950

c.3.4400

d.4.5430

9. Report the MS(group) value

a.0.3592

b.0.5382

c.0.2582

d.0.6526

10. Report the MS(error) value

a.0.3928

b.0.5322

c.0.2078

d.0.1744

11. What is the F-ratio?

a. 2.59

b.3.74

c.4.83

d.5.46

12.What is the F(critical) value?

a.2.97

b.3.49

c.4.83

d.5.46

13. Which of the following Null Hypothesis is true?

a.H0: All sites have equal means

b.H0: Two of the sites have equal means

c. H0:At least one site has a different mean

d. H0: Two sites do NOT have equal means

14. Which of the following Alternate Hypothesis is true?

a.H1:All sites have equal means

b.H1:Two of the sites have equal means

c.H1:At least one site has a different mean

d.H1:Two of the sites do NOT have equal means

15. What is your conclusion?

a.Reject H0

b.Do Not Reject H0

c. All sites have different means

What can you tell about the price elasticity of demand in each of the cases below?

a. (0.5 points) The new cannabis business is very competitive. One seller states they would lose a quarter of their customers if they raised price by only 5%.

b. (0.5 points) John has a very strict routine. He purchases exactly one coffee every morning, no matter what.
c. (0.5 points) Laura runs a salon and has seen her revenues increase after she raised the price per haircut by $10.

Assume there are two newspaper companies, New York Times and Washington Post.

Given following payoff matrix of simultaneous game, answer the questions.

1. What are the strategies each newspaper can choose?

2. How would you solve this game? Describe the method and solution.

(ex. Dominant strategy, (scandal, scandal))

3. Describe one example of natural monopoly.