A certain brand of dog food gives the minimum daily amount of food a dog nee depending on its weight. We want to model the relationship between the amou Food and the dog's weight with a function F, where F(w) is the amount of foc grams, needed by a dog weighing w pounds. weight (pounds) food (grams) 50 10 75 20 130 40 230 60 305 B0 375 100 435 1. Use graphing technology to find a linear function, F(w) = mw+b, that fits data. 2. What aspects of the data does your function model well and what aspects do not model well? 3. The graph of f(w) wi has a general shape that fits the data. Use graphins %3D

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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AMSCO Ch 2-1 (1)..
A certain brand of dog food gives the minimum daily amount of food a dog needs
depending on its weight. We want to model the relationship between the amount of
food and the dog's weight with a function F, where F(w) is the amount of food, in
grams, needed by a dog weighing w pounds.
weight (pounds) food (grams)
50
10
75
20
130
40
230
60
305
80
375
100
1435
1. Use graphing technology to find a linear function, F(w)3 mw+ b, that fits the
data.
2. What aspects of the data does your function model well and what aspects does it
not model well?
3. The graph of f(w) wi has a general shape that fits the data. Use graphing
technology to find a scale factor k so that F(w) kf(w) fits the data.
Transcribed Image Text:edited this Thu. N OneNote Assignments practicequizla.PNG M Directories Mail - Ramsey, Pari. AMSCO Ch 2-1 (1).. A certain brand of dog food gives the minimum daily amount of food a dog needs depending on its weight. We want to model the relationship between the amount of food and the dog's weight with a function F, where F(w) is the amount of food, in grams, needed by a dog weighing w pounds. weight (pounds) food (grams) 50 10 75 20 130 40 230 60 305 80 375 100 1435 1. Use graphing technology to find a linear function, F(w)3 mw+ b, that fits the data. 2. What aspects of the data does your function model well and what aspects does it not model well? 3. The graph of f(w) wi has a general shape that fits the data. Use graphing technology to find a scale factor k so that F(w) kf(w) fits the data.
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