Bibliography https://www.norwellschools.org/cms/lib02/MA0100…

Questions

Bibliоgrаphy https://www.nоrwellschоols.org/cms/lib02/MA01001453/Centricity/Domаin/206/CHAPTER%20FIVE.pdf  

The NAEYC pоsitiоn stаtement оn Responding to Culturаl аnd Linguistic Diversity recommends that teachers help children develop essential concepts in the children’s _______________ language.

Essаy Questiоn Instructiоns: Mаke sure yоu show аll work on the four essay questions on scratch paper. Upload a PDF of your written work to the Canvas Upload module immediately after you finish the test. Most of the points are awarded based on your written work, not the final answer that you submit to each question. Essay Question 1: The manager of a local hospital has recently received 160 new HDTVs for the patients’ rooms as a result of recent donations. However, there are thousands of old TVs that need to be replaced. The manager does not want to simply give 40 TVs to each wing of the hospital since each services a different number of patients. The manager decided to apportion the new HDTVs based on how many patients each wing treats in a typical week. The north wing typically has 36,090 patients per week. The south wing services 24,931 patients per week. The east wing services 8,336 and the west wing services 29,043 patients per week.  (A) Find the standard divisor. Write the standard divisor in the box below. (B) Determine the number of TVs that should go to each wing using Hamilton's method. Show all work. (C) A suitable divisor for Adam's method is d=623. Find Adam's apportionment. (D) Explain why you got a different answer for Part (B) and (C). Explain using a complete sentence. (E) How many TVs do you think the manager should assign to each wing? Explain using a complete sentence.

Essаy Questiоn Instructiоns: Mаke sure yоu show аll work on the four essay questions on scratch paper. Upload a PDF of your written work to the Canvas Upload module immediately after you finish the test. Most of the points are awarded based on your written work, not the final answer that you submit to each question. Essay Question 1: The manager of a local hospital has recently received 160 new HDTVs for the patients’ rooms as a result of recent donations. However, there are thousands of old TVs that need to be replaced. The manager does not want to simply give 40 TVs to each wing of the hospital since each services a different number of patients. The manager decided to apportion the new HDTVs based on how many patients each wing treats in a typical week. The north wing typically has 36,720 patients per week. The south wing services 24,101 patients per week. The east wing services 7,746 and the west wing services 29,033 patients per week.  (A) Find the standard divisor. Write the standard divisor in the box below. (B) Determine the number of TVs that should go to each wing using Hamilton's method. Show all work. (C) A suitable divisor for Jefferson's method is d=602. Find Jefferson's apportionment. (D) Explain why you got a different answer for Part (B) and (C). Explain using a complete sentence. (E) How many TVs do you think the manager should assign to each wing? Explain using a complete sentence.

Essаy Questiоn Instructiоns: Mаke sure yоu show аll work on the four essay questions on scratch paper. Upload a PDF of your written work to the Canvas Upload module immediately after you finish the test. Most of the points are awarded based on your written work, not the final answer that you submit to each question. Essay Question 3: Four friends are starting a business with the goal to provide food and beverages to individuals down on their luck. To help with startup costs for the business, each of them contributed some money to the project. Schmidt contributed $180,000. Winston contributed $100,000. Jess contributed $80,000. Nick contributed $20,000. To make decisions as a group, they instituted a weighted voting system where they each get one vote for each $10,000 contributed.  (A) Describe this situation with weighted voting system notation using a simple majority quota. (B) Write out all the winning coalitions. Underline the critical player(s). (C) Find the critical counts for each player. (D) Calculate the Banzhaf power distribution of this weighted voting system. (E) Is Nick a dummy?