Minniesals
New member
- Joined
- Dec 19, 2021
- Messages
- 1
Hey! I'm stuck with this problem:
My mean-field equation is:
[math]\dot{[B]} = -\frac{\beta [B]^2}{N} + (\beta - \gamma ) [B][/math]
Doing the first step where I get 1/B^2 on both sides, I get the following:
[math]\frac{1}{[B]^2}\dot{[B]} = -\frac{\beta}{N} + \frac{\beta - \gamma}{[B]}[/math]
However, I am struggling with how to do the chain rule part. Could somebody help me, please?
Thanks in advance!
My mean-field equation is:
[math]\dot{[B]} = -\frac{\beta [B]^2}{N} + (\beta - \gamma ) [B][/math]
Doing the first step where I get 1/B^2 on both sides, I get the following:
[math]\frac{1}{[B]^2}\dot{[B]} = -\frac{\beta}{N} + \frac{\beta - \gamma}{[B]}[/math]
However, I am struggling with how to do the chain rule part. Could somebody help me, please?
Thanks in advance!