The number N of bacteria in a culture after t days is modeled by3N = 700 1 –(t2 + 2)2Find the rate of change, in bacteria per day, of N with respect to t when the following values are true. (Round your answers to thenearest tenth.)(a)t = 0X bacteria per day(b)t = 1X bacteria per day(c)t = 2X bacteria per day(d)t = 3X bacteria per day(e)t = 4X bacteria per day(f)What can you conclude?The rate of change of the population is always decreasing.After the first day the rate of change of the population is decreasing.After the first day the rate of change of the population is increasing.O The number of bacteria is only increasing during the first day.The rate of change of the population is always increasing.

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The number N of bacteria in a culture after t days is modeled by N- 700 1- + 2) Find the rate of change, in bacteria per day, of N with respect to t when the following values are true. (Round your answers to the nearest tenth.) (a) t = 0 X bacteria per day (b) t = 1 X bacteria per day (c) t = 2 X bacteria per day

The number N of bacteria in a culture after t days is modeled by N- 700 1- + 2) Find the rate of change, in bacteria per day, of N with respect to t when the following values are true. (Round your answers to the nearest tenth.) (a) t = 0 X bacteria per day (b) t = 1 X bacteria per day (c) t = 2 X bacteria per day

Linear Algebra: A Modern Introduction

4th Edition

ISBN:9781285463247

Author:David Poole

Publisher:David Poole

Chapter6: Vector Spaces

Section6.7: Applications

Problem 13EQ

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