SOLUTION: P’1(t)=P1(t)(1-(a+b))+P2(t)c+P3(t)e P’2(t)=P1(t)a+ P2(t)(1-(c+d))+P3(t)f P’3(t)=P1(t)b+P3(t)d+ P2(t)(1-(e+f) can you help to solve for the function. P1(t), P2(t), P3(t) using la

Algebra ->  Coordinate Systems and Linear Equations  -> Lessons  -> Linear Equations Lesson -> SOLUTION: P’1(t)=P1(t)(1-(a+b))+P2(t)c+P3(t)e P’2(t)=P1(t)a+ P2(t)(1-(c+d))+P3(t)f P’3(t)=P1(t)b+P3(t)d+ P2(t)(1-(e+f) can you help to solve for the function. P1(t), P2(t), P3(t) using la      Log On


   

Question 835464: P’1(t)=P1(t)(1-(a+b))+P2(t)c+P3(t)e
P’2(t)=P1(t)a+ P2(t)(1-(c+d))+P3(t)f
P’3(t)=P1(t)b+P3(t)d+ P2(t)(1-(e+f)
can you help to solve for the function. P1(t), P2(t), P3(t) using laplace transform simultaneous linear equation.
thank you!
Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
You need values for P%5B1%5D%280%29,P%5B2%5D%280%29,P%5B3%5D%280%29 to use Laplace transform techniques.
Also, is your equation for P'3(t) correct because it doesn't follow the same format as P'1(t) and P'2(t)?
Please repost.