Mathematics, 11.12.2020 01:00 Hamilton1757
Cynthia is working with a bacterial population. She was able to model the growth of her last batch using the function LaTeX: f\left(w\right)=100\left(1.5\right) ^wf ( w ) = 100 ( 1.5 ) w, where w is the time in weeks and f(w) was the amount of bacteria.
She is about to start a new batch, and would like to maximize how much bacteria she has after 10 weeks. She has a limited budget, and can afford to either change her starting amount of bacteria to 500 or use a treatment that will change the growth rate to 1.8.
Part A: Write new functions, one for each of her two options.
Part B: Which would produce more bacteria in 10 weeks?
For Part B, show your solving process (algebraic steps, diagrams, models, graphs, tables, and/or any other problem-solving tools you used) and state your answer to the question as a complete sentence.
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Aye asap pls ! markin da brainiest too ! btw da step choices are all add, distribute, divide, n subtract
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Cynthia is working with a bacterial population. She was able to model the growth of her last batch u...
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