Jamesmaths
New member
- Joined
- Aug 3, 2018
- Messages
- 7
Hi,
I'm wondering if someone could help me with problem 9 on the following paper:
Firstly, it seems there's a mistake, and the question should have V'(t) rather than V(t) as the subject of the given differential equation?
For the second part, someone on another forum has proposed a solution in which the governing equation for the amount of chemical A in the second vat at a time t is V'(t) = (bV)/K - (cV)/L where, as I understand it, (V/K) in the first term describes the proportion of chemical A in the first vat, and (V/L) uses V to describe the proportion of chemical A in the second vat. It seems to me that V is being used in two different contexts here, invalidly, and that the expression already derived for the amount of chemical A leaving the first vat should be used to describe the amount of chemical A entering the second vat?
Help would be greatly appreciated.
James
I'm wondering if someone could help me with problem 9 on the following paper:
Firstly, it seems there's a mistake, and the question should have V'(t) rather than V(t) as the subject of the given differential equation?
For the second part, someone on another forum has proposed a solution in which the governing equation for the amount of chemical A in the second vat at a time t is V'(t) = (bV)/K - (cV)/L where, as I understand it, (V/K) in the first term describes the proportion of chemical A in the first vat, and (V/L) uses V to describe the proportion of chemical A in the second vat. It seems to me that V is being used in two different contexts here, invalidly, and that the expression already derived for the amount of chemical A leaving the first vat should be used to describe the amount of chemical A entering the second vat?
Help would be greatly appreciated.
James