A split at the $32,000 Income point creates a top and bottom partition. Compute overall (weighted) Gini index given an Income Split of $32,000. MSE, Client Data Esplit (Income-$36,000) - 0.3637 MSE split (Income-$36.000) = 0.0000 MSE, $32,000 Esplit (Income-$36,000) * 0.2667 MSE split (Income-$36.000)-0.4959 9/1 point)
A split at the $32,000 Income point creates a top and bottom partition. Compute overall (weighted) Gini index given an Income Split of $32,000. MSE, Client Data Esplit (Income-$36,000) - 0.3637 MSE split (Income-$36.000) = 0.0000 MSE, $32,000 Esplit (Income-$36,000) * 0.2667 MSE split (Income-$36.000)-0.4959 9/1 point)
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Question
![12
16.
15
18
A split at the $32,000 Income point creates a top and bottom partition. Compute th
overall (weighted) Gini index given an Income Split of $32,000.
0,000
14.000
Client Data
MSE
split (Income-$36,000) = 0.3637
MSE split (Income-$36.000) = 0.0000
MSE split (Income-$36,000) = 0.2667
MSE
split (Income-$36.000) = 0.4959
$32,000
Quertion 9/1 point)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6ea1f414-2cfa-4d12-9b16-9c9fcbba0754%2F97ad9776-e897-45e5-9dd2-cce4988dbd3a%2F4mzm71r_processed.jpeg&w=3840&q=75)
Transcribed Image Text:12
16.
15
18
A split at the $32,000 Income point creates a top and bottom partition. Compute th
overall (weighted) Gini index given an Income Split of $32,000.
0,000
14.000
Client Data
MSE
split (Income-$36,000) = 0.3637
MSE split (Income-$36.000) = 0.0000
MSE split (Income-$36,000) = 0.2667
MSE
split (Income-$36.000) = 0.4959
$32,000
Quertion 9/1 point)
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