The preodent of a company says that a sales person of the company should make more than 40 calls per week on the average. A sample of 70 sales persons in a week revealed the following information:

Does the sample data support management requirement at 1% level of significance?

C Programming

The score table will be printed by reading the match information made between the teams.

It is not known how many teams. The team information will be kept in a dynamically changed memory area as the new team enters. The match list should also be kept in a dynamic area that is recorded as new match information is entered.

There should be 2 structs in the program.

Mac struct: Consists of 1st team name, 2nd team name, 1st team goal, 2nd team goal information.

Team struct: consists of team name (one word, 20), number of wins, number of draws, number of defeats, number of goals scored, number of goals eaten, point.

Example input: abc xyz 3 1 (Information will be entered completely and correctly.)

A single line of match information, with a space between them, 1 Team name, 2 Team name, 1.

The goal scored by the team will be entered as the goal scored by the 2nd team. In the case where the above example is the first match information entered for these teams, two teams will be identified in the abc and xyz names, and will be added to the team list, since there are no teams defined in these names yet. At the same time, a match struct will be defined, this match struct will be added to the match list, and all information of both teams in the team struct will be updated with this match information.

If the above example is not the first match information entered about the abc and xyz teams, since both teams will be defined before, these teams will be found in the teams list and their relevant information will be updated.

In summary, for the above entry, if the team has not yet been identified in these names, both teams will be identified and added to the team list. The number of victories of the ABC team will be increased by one, the number of goals scored will be increased by 3, the number of goals scored will be increased by 1, and the score will be increased by 3. The xyz team's number of defeats will be increased by 1, the goal scored will be increased by 1, the goal it has scored will be increased by 3, its score will be reduced by 1. (wins 3 points, draw 1 point, defeat -1 point). The match struct will be added to the match list.

After entering the match information, the scoreboard will be printed.

Scoreboard: The information in the team struct will be printed one after the other in the order given in the description. The scoreboard should be in descending order according to the score. In case of score equality, the team with a high average score (goals scored and goals scored) should be on the top. It can be assumed that the score and average will not be equal teams.

After the scoreboard is printed, the user will receive a sequence number from 1-teamnumber, and the matches of the team in the row entered will be listed. Unless -1 is entered, the sequence number will be read again after printing the information of a tool, and the program will end when -1 is entered. If a number between 1-teamnumber or an entry other than -1 has been made, an appropriate message will be given and the entry will be waited again.

the excel file cereal data provides a variety of nutritional information about 67 cereals and their shelf location. Use regression analysis to find the best model that explains the relationship between calories and the other variables. Investigat the model assumptions and clearly explain your conclusion. Keep in mind the principle of parsimony!

DATA:

1. Order – 500 mL Normal Saline at 60 mL/hour. How long will it take for the infusion to complete?_________________________ If the IV is started on Monday at 2000, when will it be complete (day of week; military time)?_________________________

2. Order – Gentamicin 50 mg IVPB every 8 hours for a child weighing 40 pounds

Recommended dosage – 6 – 7 mg/kg/day in divided doses every 8 hours

Is this dose safe? Why or why not?

Answer: ____________________________________________________________

3. Order – Phenobarbital 10 mg po every 12 hours for a child weighing 9 pounds

Recommended dosage – 3 – 5 mg/kg/day administered every 12 hours

Is this dose safe? Why or why not?

Answer: ___________________________________________________________

4. Order – KCl 20 mEq po now

Available – KCl 8 mEq per 5 mL

How many mL will the nurse administer?

Answer: ____________________________

5. Order – Zovirax 1 gm po now

Available – Zovirax 200 mg/tablet

How many tablets will the nurse administer?

Answer: ____________________________

6. Order – Amoxicillin 325 mg po T.I.D.

Available – Amoxicillin 250 mg/mL

How many mL will the nurse administer?

Answer: ___________________________

7. Order – Heparin 12,000 units SQ now

Available – Heparin 5000 units/mL

How many mL will the nurse administer?

Answer: ___________________________

8. Order – Keflex 500 mg IM every 8 hours

Available – Keflex 3 gm/4 mL

How many mL will the nurse administer for one dose?

Answer: ______________________________

9. Order – Cefazolin 0.3 gm IM

Available – Cefazolin 500 mg powder with the instruction to add 2 mL sterile water to obtain a concentration of 225 mg/mL

How many mL will the nurse administer?

Answer: ______________________________

10. Order – Carbamazepine 400 mg po B.I.D.

Recommended dosage – 15 – 20 mg/kg/dose. Child weighs 55 pounds.

Is this dose safe? Why or why not?

Answer: _______________________________________________________________

11. Order – Erythromycin 62.5 mg po every 6 hours

Recommended dosage – 30 – 50 mg/kg/day

Child weighs 11 pounds

Is this dose safe? Why or why not?

Answer: _________________________________________________________________

12. Order – Digoxin 18 mcg po B.I.D.

Recommended dosage – 10 – 12 mcg/kg/day

Child weighs 7 pounds

What is the safe dosage range (round to one decimal place)?__________________

Is the ordered dose safe for the 24-hour period? Why or why not?_________________   

If the medication is available digoxin 50 mcg/mL, how many mL will the nurse administer for one dose? __________________

13.  Order – Synthroid 200 mcg po daily

Available – Synthroid 0.4 mg/tablet

How many tablets will the nurse administer?

Answer: _______________________

14. Order – Oxacillin 300 mg IM every 8 hours

Available – Oxacillin 2 gm/5 mL

How many mL will the nurse administer for one dose?_________________________

How many mL will the patient receive in one day? __________________________

15. Order – Fentanyl 0.1 mg IM now

Available – Fentanyl 50 mcg/mL

How many mL will the nurse administer?

Answer: ________________________________________

Zen Inc. manufactures two types of products, the G1 and the T1 model airplane. The manufacturing process consists of two principal departments: production and assembly. The production department has 58 skilled workers, each of whom works 7 hours per day. The assembly department has 25 workers, who also work 7-hour shifts. On an average, to produce a G1 model, Zen Inc. requires 3.5 labor hours for production and 2 labor hours for assembly. The T1 model requires 4 labor hours for production and 1.5 labor hours in assembly. The company anticipates selling at least 1.5 times as many T1 models as G1 models. The company operates five days per week and makes a net profit of $130 on the G1 model, and $150 on the T1 model. Zen Inc. wants to determine how many of each model should be produced on a weekly basis to maximize net profit.

If the numbers of G1 and T1 products produced each week are denoted as G and T respectively, the function that describes the assembly’s department's labor constraint for a week is

Select one:

a. 6G + 8T ≤ 1620.

b. 2G + 4T ≥ 175.

c. 2G + 1.5T ≤ 875.

d. 3G + 4T ≥ 875.

12). Zen Inc. manufactures two types of products, the G1 and the T1 model airplane. The manufacturing process consists of two principal departments: production and assembly. The production department has 58 skilled workers, each of whom works 7 hours per day. The assembly department has 25 workers, who also work 7-hour shifts. On an average, to produce a G1 model, Zen Inc. requires 3.5 labor hours for production and 2 labor hours for assembly. The T1 model requires 4 labor hours for production and 1.5 labor hours in assembly. The company anticipates selling at least 1.5 times as many T1 models as G1 models. The company operates five days per week and makes a net profit of $130 on the G1 model, and $150 on the T1 model. Zen Inc. wants to determine how many of each model should be produced on a weekly basis to maximize net profit. If the numbers of G1 and T1 products produced each week are denoted as G and T respectively, the function that describes the production department's labor constraint for a week is Select one: a. 16G + 14T ≥ 8120. b. 16G + 14T ≤ 8120. c. 3.5G + 4T ≤ 2030. d. 3.5G + 4T ≥ 2030.

Asset A has expected return of 16% and variance of 12.98%. Asset B has an expected return of 8%, and a variance of 5.29%. The correlation coefficient between the two assets is 0.6. Portfolio X is composed 50% of portfolio A and 50% of portfolio B. Variance of portfolio X is? Answer percent.