1. Determine A. The domain of of g (suggested by the scenario) B. The range of g C. g(0) D. g(6) 2. Calculate the average rate of change of g from z 0 to a = 9(6)-9(0) A. a = 6-0 Dotorm of

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I apologize this is has many parts, but I need to determine the domain and range of g based on the given scenario, as well as g(0), and g(6). Then u need to calculate the average rate of change of g from x=0 to x=6 using a=g(6)-g(0)/6-0. And determine the units of a. Then create a formula for g. Then calculate the percentage rate of change for g for the six-month period using, R=[g(6)-g(0)/g(0)]×100. Will his weight return to 200 pounds in the next 6 months? 

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Getting started
Scenario
A athlete suffered an injury that limited exercise. Within six months the athlete's weight increased from 200 pounds to 260 pounds. His daily weight gain was
constant during the six months
Consider the function g that models the weight gain
ox number of months after injury
g(x) : weight at month x (pounds)
1. Determine
A. The domain of of g (suggested by the scenario)
B. The range of g
C. g(0)
D. g(6)
2. Calculate the average rate of change of g from x =
0 to x = 6
%3D
9(6)-9(0)
А. а
3
6-0
B. Determine the units of a
3. Create a formula for g
4. Calculate the percentage rate of change of g for the six-month period.
9(6)-g(0)
g(0)
R
o R=
x 100
5. If -R is the percentage rate of change in the weight of the athlete for the next six months, will his weight return to 200 pounds?
Your initial post
Carefully answer the five questions.
35°F Cloudy O O
Transcribed Image Text:are.com/groups/503582/discussion_topics/8852737 Translate Getting started Scenario A athlete suffered an injury that limited exercise. Within six months the athlete's weight increased from 200 pounds to 260 pounds. His daily weight gain was constant during the six months Consider the function g that models the weight gain ox number of months after injury g(x) : weight at month x (pounds) 1. Determine A. The domain of of g (suggested by the scenario) B. The range of g C. g(0) D. g(6) 2. Calculate the average rate of change of g from x = 0 to x = 6 %3D 9(6)-9(0) А. а 3 6-0 B. Determine the units of a 3. Create a formula for g 4. Calculate the percentage rate of change of g for the six-month period. 9(6)-g(0) g(0) R o R= x 100 5. If -R is the percentage rate of change in the weight of the athlete for the next six months, will his weight return to 200 pounds? Your initial post Carefully answer the five questions. 35°F Cloudy O O
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