J jeffery_schlup New member Joined May 19, 2019 Messages 1 May 19, 2019 #1 Hi I believe I have answers to A and C. I do have an answer to Part B but I am unsure if it is correct: (A) x(t)=ce^(t/2) where c is the initial population (B) 2ln(e^-1/c) (C) Popluation after 5 years = 8208
Hi I believe I have answers to A and C. I do have an answer to Part B but I am unsure if it is correct: (A) x(t)=ce^(t/2) where c is the initial population (B) 2ln(e^-1/c) (C) Popluation after 5 years = 8208
R Romsek Senior Member Joined Nov 16, 2013 Messages 1,361 May 19, 2019 #2 You have a sign error in (A) (B) is just incorrect. \(\displaystyle \text{Solve $c e^{-\tau/2} =c e^{-1}$ for $\tau$}\) (C) is correct so I guess the sign error in (A) was a typo.
You have a sign error in (A) (B) is just incorrect. \(\displaystyle \text{Solve $c e^{-\tau/2} =c e^{-1}$ for $\tau$}\) (C) is correct so I guess the sign error in (A) was a typo.