Answer in Jefferson's Method. SD is 361.6168. Find the Modified Standard Deviation. Take a look at the notes for guidance.Note: Do not take answers from others. Information/answer from that is wrong. Thanks The national government procured a total of 1550 test kits for the fiveregions in the country. If the distribution will be solely based on thetotal number of PUIs and PUMS combined in the region. How manytest kits will each region receive? Assume that the total population ofthe five regions is 560,506.RegionsABCDEPUIs and PUMS Population (bypercent)10%15%20%30%25% JEFFERSON'S METHODProblem Set:RegionABCDPopulation56,05184,076112,101168,152140,12725%Total560,506100%Sample Problem (As a guide to answer prob set):STEPSO1. Determine how many people each representativerepresent.o Do this by dividing the total population of allstated by the total number of representativesAnswer is called the standard divisor or divisorPUI and PUI(inO2. Divide each state's population by the divisor to determinehow many representative it should haveORecord answer to several decimal placesAnswer is called the quotaO3. Cut of all the decimal parts of all the quotas (but don'tforget what the decimals were).percentage) Quota)10%15%20%These are called the lower quotasSum will always be less than or equal to the totalnumber of representativesTooIf the total number of representatives from Step 3 was less thanthe given total number of representatives, reduce the divisor andrecalculate the quota and allocation. Continue doing this untiltotal in Step 3 is equal to the total number of representatives.Provinces Population 2015 da1.478.0002.694.0002,123,0002.884.000.30%The divisor we end up using is called the modified divisor oradjusted divisor.masive to adshouldSQ16.658112.20159615313:0620Second step: Divide each province's population to getthe SQ using the divisor. Just put up to 4 decimal placesfor the quotaThird step: Since we're still short of 2 doctors, we needto modify the divisor by reducing it to yield higher quotaNumber of Doctors bySQL16913136312913136314,414,000First step: Let's go back to first step, this time, we'regoing to change our divisoro Initial SD = 228,793.6508o Modified Standard Divisor (MSD)= 220,793SQ(StandardSecond step: Divide each province's population to getthe quota using the MSD. Just put up to 4 decimal placesfor the quotaThird step: Since we achieved 63, now we are set to usethe modified divisor of 220,793 for this problemNote: Getting the MSD is by trial and error. The only dueis that the MSD must be lesser than the SDSQL(StandardQuotaLower)Step 1. Compute the Standard DivisorStep 2. Compute the Standard Quota or Quota per state (SQ)Step 3. Use the concept of Lower Quota (SQL)Get the summation of SQLStep 4. If the total of the SQL is the same then it is done. If not, theStandard Divisor is incorrect and there should be a ModifiedStandard Divisor (MSD)OOMSD must be less than the Standard DivisorBy trial and errorNot uniqueSAMPLE PROBLEMStep 5: Compute the Standard Quota (with MSD)Step 6: Compute the Standard Quota Lower and itssummationStep 7: Step 4. If the total of the SQL is the same then it is done.If not then change the MSD again.I2Us Team is planning to conduct a region-wide medical mission.Sixty three doctors pledged to be part of it. If the number of doctorsthat will be assigned to each province is based on their population,how many doctors will be assigned to each province?22879Provinces4Total-~3JYProvinces Population (2015 data")2No. of Testkits byJefferson'splan43,678,0002,694,0002,123,0002,884,0003,035,00014,414,000SQPopulation(2015 data*)3,678,000 +2,694,000+2,123,0002,884,000+3,035,000 4144 140016.075611.77489.279112.605213.2652SQL1611121361Number ofDoctors byJefferson's Plan

Given the data Region PUIs and PUMs Population (by percent) A 10% B 15% C 20% D 30% E…

The national government procured a total of 1550 test kits for the five regions in the country. If the distribution will be solely based on the total number of PUIS and PUMS combined in the region. How many test kits will each region receive? Assume that the total population of the five regions is 560,506. Regions A BCDE PUIS and PUMS Population (by percent) 10% 15% 20% 30% 25%

The national government procured a total of 1550 test kits for the five regions in the country. If the distribution will be solely based on the total number of PUIS and PUMS combined in the region. How many test kits will each region receive? Assume that the total population of the five regions is 560,506. Regions A BCDE PUIS and PUMS Population (by percent) 10% 15% 20% 30% 25%

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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