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A biologist is studying bacteria in the first room you visited. On their first day, they collect a species of bacteria that they observe to grow by 85% every 2 hours. At 12 p.m. on Wednesday, there are 800 bacteria. **** SHOW ALL YOUR WORK AND PROOF ON LINED PAPER!!!!! **** Code 1: Write an equation that models the population of the bacteria, given the number of hours after 12 p.m. on Wednesday. Your code will represent the equation (function notation): Equation: THEN, Record how many bacteria there will be at 12 p.m. on Thursday. Number of bacteria:

A biologist is studying bacteria in the first room you visited. On their first day, they collect a species of bacteria that they observe to grow by 85% every 2 hours. At 12 p.m. on Wednesday, there are 800 bacteria. **** SHOW ALL YOUR WORK AND PROOF ON LINED PAPER!!!!! **** Code 1: Write an equation that models the population of the bacteria, given the number of hours after 12 p.m. on Wednesday. Your code will represent the equation (function notation): Equation: THEN, Record how many bacteria there will be at 12 p.m. on Thursday. Number of bacteria:

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A biologist is studying bacteria in the first room you visited. On their first day, they collect a species of bacteria that they observe to grow by 85% every 2 hours. At 12 p.m. on Wednesday, there are 800 bacteria. **** SHOW ALL YOUR WORK AND PROOF ON LINED PAPER!!!!! **** Code 1: Write an equation that models the population of the bacteria, given the number of hours after 12 p.m. on Wednesday. Your code will represent the equation (function notation): Equation: THEN, Record how many bacteria there will be at 12 p.m. on Thursday. Number of bacteria:
Transcribed Image Text:A biologist is studying bacteria in the first room you visited. On their first day, they collect a species of bacteria that they observe to grow by 85% every 2 hours. At 12 p.m. on Wednesday, there are 800 bacteria. **** SHOW ALL YOUR WORK AND PROOF ON LINED PAPER!!!!! **** Code 1: Write an equation that models the population of the bacteria, given the number of hours after 12 p.m. on Wednesday. Your code will represent the equation (function notation): Equation: THEN, Record how many bacteria there will be at 12 p.m. on Thursday. Number of bacteria:
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