Consider the population of new graduates in 2020. There are N = 240,000 graduates, and students are categorized based on their school rank X and the salary they earn at graduation Y. The frequencies of each possible combination of X and Y are in the image attached. 1. Find the marginal probability distribution of x and the marginal probability distribution of y 2. calculate "mu_y" (greek letter mu, subset y) 3. calculate "sigma_y" (greek letter sigma, subset y)
Consider the population of new graduates in 2020. There are N = 240,000 graduates, and students are categorized based on their school rank X and the salary they earn at graduation Y. The frequencies of each possible combination of X and Y are in the image attached. 1. Find the marginal probability distribution of x and the marginal probability distribution of y 2. calculate "mu_y" (greek letter mu, subset y) 3. calculate "sigma_y" (greek letter sigma, subset y)
MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Question
Consider the population of new graduates in 2020. There are N = 240,000 graduates,
and students are categorized based on their school rank X and the salary they earn at
graduation Y. The frequencies of each possible combination of X and Y are in the image attached.
1. Find the marginal probability distribution of x and the marginal probability distribution of y
2. calculate "mu_y" (greek letter mu, subset y)
3. calculate "sigma_y" (greek letter sigma, subset y)

Transcribed Image Text:School Rank X
Top
Middle
Low
Salary Y ($ thousands)
80
120 160
15006
25010 23912
30012 35014 25010
60024 20008 10004
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