A certain bacteria culture is observed to double its amount after two hours it was initially observed. Predict the factor the initially observed population will be multiplied to after another two hours, if the rate of growth of the culture is proportional to the current amount. Put your answer accurate up to four decimal places and use differential equations. Also, if this certain bacteria culture is observed that the rate of growth of the population P at any time t is proportional to the current amount. Show how the following is the differential equation for this problem: = kP dt

A certain bacteria culture is observed to double its amount after two hours it was initially observed. Predict the factor the initially observed population will be multiplied to after another two hours, if the rate of growth of the culture is proportional to the current amount. Put your answer accurate up to four decimal places and use differential equations. Also, if this certain bacteria culture is observed that the rate of growth of the population P at any time t is proportional to the current amount. Show how the following is the differential equation for this problem: = kP dt

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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