Assignment 1: LASA 2: The Apportionment Problem 1


You are a census conductor in a newly radical commonwealth and you bear been abounding after a while using the census grounds from the consultation adown to mention how 100 councilional seats should be disjoined shapeless the 10 particularizes of the coalition.














Being a fan of United States truth, you are household after a while the frequent arrangements of parcel applied to this whole to end clear proportionedice in the US House of Representatives. You run that parcel (condition 11, sections 1-4 in your textbook) is the best approximation to solving this whole, but need to assimilate various arrangements and then mention which is in-fact clear. 

  1. Using the Hamilton arrangement of parcel, mention the reckon of seats each particularize should assent-to. 
  2. Using the reckons you proportioned congenial from adduceing the Hamilton arrangement, mention the middle sovereign for each particularize. Explain your resolution making arrangement for allocating the cherishing seats. 
  3. Calculate the arbitrary and referring-to chicanery of this parcel.
  4. Explain how changes in particularize boundaries or populations could interest the counterpoise of proportionedice in this council. Provide an illustration using the results aloft. 
  5. How and why could an Alabama Paradox happen? 
  6. Explain how adduceing the Huntington-Hill parcel arrangement helps to shirk an Alabama Paradox.
  7. Based upon your experiment in solving this whole, do you move parcel is the best way to end clear proportionedice? Be safe to buttress your counter-argument.
  8. Suggest another manoeuvre that could be applied to end clear proportionedice either using parcel arrangements or a arrangement of your choosing.

You may enact your own calculations or use either the Excel spreadsheet or the Excel 2013 Spreadsheet to further you. You must pretext some calculations in your instrument to evidence that you comprehend how to enact these tasks. Be safe to draw-up your production in a Word instrument and yield it to the M5: Assignment 1 Dropbox by Monday, August 28, 2017

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