Question

Consider to communities: Alpha and Omega. Alpha has 10 residents, 5 who earn $60,000 and 5 who earn $20,000. Omega also has 10 residents, 5 who earn $300,000 and 5 who earn $50,000
Part 1. The income inequality ratio in Alpha is and the income inequality ratio in Omega is
Part 2. Alpha and Omega each have 10 residents. The top two residents in Alpha have an average income of $90,000, and the bottom two residents in Alpha have an average income of $30,000. The top two residents in Omega have an average income of $250,000, and the bottom two residents in Omega have an average income of $50,000. How much would the top two residents in Alpha have to earn in order for Alpha to have the same income inequality ratio as Omega? The top two Alpha residents would need to earn $ each Part 3 (1 point) Suppose Alpha's community grew to 15 residents with the following incomes: 2 residents' income $175.000 300,000 260,000 65,000 1 resident's income 1 resident's income 3 residents' income 3 residents' income 2 residents' income 1 resident's income 1 resident's income 1 resident's income 26,000 105,000 650,000 18,000 140,000 The new income inequality ratio in Alpha is:_____. (Round to two decimal places.)

Answer 1

5 is equal to 90.000 that is how I know my answer, hope this helps