college has a financial aid formula that applies to applicants whose family's income is below a certain threshold. The financial aid can be determined by the function �(�)=10000+5000�,f(x)=10000+5000x, where �x is the number of siblings (including half siblings and step siblings) that the applicant has living in their household. Find and interpret the given function values
college has a financial aid formula that applies to applicants whose family's income is below a certain threshold. The financial aid can be determined by the function �(�)=10000+5000�,f(x)=10000+5000x, where �x is the number of siblings (including half siblings and step siblings) that the applicant has living in their household. Find and interpret the given function values
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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A college has a financial aid formula that applies to applicants whose family's income is below a certain threshold. The financial aid can be determined by the function �(�)=10000+5000�,f(x)=10000+5000x, where �x is the number of siblings (including half siblings and step siblings) that the applicant has living in their household. Find and interpret the given function values and determine an appropriate domain for the function.
�(−2)=f(−2)= , meaning a qualifying applicant with siblings in their household would get $ in financial aid. This interpretation in the context of the problem.
�(2)=f(2)= , meaning a qualifying applicant with siblings in their household would get $ in financial aid. This interpretation in the context of the problem.
�(2.5)=f(2.5)= , meaning a qualifying applicant with siblings in their household would get $ in financial aid. This interpretation in the context of the problem.
Based on the observations above, it is clear that an appropriate domain for the function is .
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