- #1
cango91
- 14
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I am trying to model the growth of a population which replicates at a rate of 160% every four hours. Also 50 000 members die every hour. so t denoting time in hours, P denoting the population, k being 0.4 I wrote:
dP/dt=kp-50 000 *t
Is my approach to solving the differential faulty?
dP/dt = kP- 50 000*t
P=kPt - (50 000*t^2)/2
P=(50000*t^2)/(2kt-2)
I don't know very much about differential equations so I might be doing really really wrong...
Thanks in advance
dP/dt=kp-50 000 *t
Is my approach to solving the differential faulty?
dP/dt = kP- 50 000*t
P=kPt - (50 000*t^2)/2
P=(50000*t^2)/(2kt-2)
I don't know very much about differential equations so I might be doing really really wrong...
Thanks in advance