Part 1 A bank developed a model for predicting the average checking and savings account balance as balance=−17,091+386×age+1,466×years education+0.116×household wealth. a. Explain how to interpret the numbers in this model. b. Suppose that a customer is 36 years old, is a college graduate (so that years education=16), and has a household wealth of $150,000. What is the predicted bank balance? Question content area bottom Part 1 a. The number −17,091 The number 386 does not have a meaningful interpretation. means that the average account balance decreases by $386 for each year increase in education. means that the average account balance decreases by $386 for each year increase in age. means that the average account balance increases by $386 for each year increase in education. means that the average account balance increases by $386 for each year increase in age. The number 1,466 means that the average account balance decreases by $1,466 for each year increase in education. means that the average account balance increases by $1,466 for each year increase in education. does not have a meaningful interpretation. means that the average account balance decreases by $1,466 for each year increase in age. means that the average account balance increases by $1,466 for each year increase in age. The number 0.116 does not have a meaningful interpretation. means that the average account balance increases by $0.116 for each $1 increase in household wealth. means that the average account balance decreases by $0.116 for each $1 increase in household wealth. means that the average account balance decreases by 0.116% for each $1 increase in household wealth. means that the average account balance increases by 0.116% for each $1 increase in household wealth.
Part 1 A bank developed a model for predicting the average checking and savings account balance as balance=−17,091+386×age+1,466×years education+0.116×household wealth. a. Explain how to interpret the numbers in this model. b. Suppose that a customer is 36 years old, is a college graduate (so that years education=16), and has a household wealth of $150,000. What is the predicted bank balance? Question content area bottom Part 1 a. The number −17,091 The number 386 does not have a meaningful interpretation. means that the average account balance decreases by $386 for each year increase in education. means that the average account balance decreases by $386 for each year increase in age. means that the average account balance increases by $386 for each year increase in education. means that the average account balance increases by $386 for each year increase in age. The number 1,466 means that the average account balance decreases by $1,466 for each year increase in education. means that the average account balance increases by $1,466 for each year increase in education. does not have a meaningful interpretation. means that the average account balance decreases by $1,466 for each year increase in age. means that the average account balance increases by $1,466 for each year increase in age. The number 0.116 does not have a meaningful interpretation. means that the average account balance increases by $0.116 for each $1 increase in household wealth. means that the average account balance decreases by $0.116 for each $1 increase in household wealth. means that the average account balance decreases by 0.116% for each $1 increase in household wealth. means that the average account balance increases by 0.116% for each $1 increase in household wealth.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
Question content area top
Part 1
A bank developed a model for predicting the average checking and savings account balance as
balance=−17,091+386×age+1,466×years
education+0.116×household
wealth.a. Explain how to interpret the numbers in this model.
b. Suppose that a customer is
36 years old, is a college graduate (so that years
education=16), and has a household wealth of $150,000.
What is the predicted bank balance?Question content area bottom
Part 1
a. The number
−17,091
The number
386
means that the average account balance decreases by $386 for each year increase in education.
means that the average account balance decreases by $386 for each year increase in age.
means that the average account balance increases by $386 for each year increase in education.
means that the average account balance increases by $386 for each year increase in age.
The number
1,466
means that the average account balance decreases by $1,466 for each year increase in education.
means that the average account balance increases by $1,466 for each year increase in education.
does not have a meaningful interpretation.
means that the average account balance decreases by $1,466 for each year increase in age.
means that the average account balance increases by $1,466 for each year increase in age.
The number
0.116
does not have a meaningful interpretation.
means that the average account balance increases by $0.116 for each $1 increase in household wealth.
means that the average account balance decreases by $0.116 for each $1 increase in household wealth.
means that the average account balance decreases by 0.116% for each $1 increase in household wealth.
means that the average account balance increases by 0.116% for each $1 increase in household wealth.
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