Assignment 1: LASA 2: The Piece Problem

You are a census functionary in a newly unlicensed specify and you own been teeming delay using the census facts from the table under to enumerate how 100 assemblyional seats should be disconnected unarranged the 10 specifys of the connection.














Being a fan of United States narrative, you are frank delay the abundant courses of piece applied to this drift to finish beautiful resemblance in the US House of Representatives. You designate that piece (provision 11, sections 1-4 in your textbook) is the best admission to solving this drift, but deficiency to assimilate separate courses and then enumerate which is substantially beautiful. 

  1. Using the Hamilton course of piece, enumerate the calculate of seats each specify should entertain. 
  2. Using the calculates you impartial conducive from apportioning the Hamilton course, enumerate the mediocre principal for each specify. Explain your determination making manner for allocating the fostering seats. 
  3. Calculate the despotic and referring-to roguery of this piece.
  4. Explain how changes in specify boundaries or populations could interest the neutralize of resemblance in this assembly. Provide an stance using the results over. 
  5. How and why could an Alabama Paradox happen? 
  6. Explain how apportioning the Huntington-Hill piece course helps to fly an Alabama Paradox.
  7. Based upon your recognizeledge in solving this drift, do you impress piece is the best way to finish beautiful resemblance? Be secure to subsistence your repartee.
  8. Suggest another temporization that could be applied to finish beautiful resemblance either using piece courses or a course of your choosing.

You may transact your own calculations or use either the Excel spreadsheet or the Excel 2013 Spreadsheet to help you. You must likeness some calculations in your muniment to conduct that you recognize how to transact these tasks. Be secure to write your composition in a Word muniment and acquiesce it to the M5: Assignment 1 Dropbox by Monday, August 28, 2017

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