I was plotting the graph showing the variation of the instantaneous copolymer composition F1 with monomer composition f1 through the equation
F1 = ( f1 f2 + r1 f1^2) / (r1 f1^2 + 2 f1 f2 + r2 f2^2)
whereas r1 and r2 are given for particular situation.
I tried to plot 1 function with r1 = 0.055 and r2 = 0.003 first but the graph did not show fully in the interval {f1, 0, 1}, then I plotted 4 functions simultaneously, the result was good. I want to know the reason why it does not show good with the single function. I would like to put a label on each curve when I will print out without color to differentiate which curve is , such as 1 2 3 … Thank you very much.
This is my code :
Plot[{((1 - f1) f1 + 0.055 f1^2)/(
0.003 (1 - f1)^2 + 2 (1 - f1) f1 + 0.055 f1^2), ((1 - f1) f1 +
55 f1^2)/(
0.01 (1 - f1)^2 + 2 (1 - f1) f1 + 55 f1^2), ((1 - f1) f1 +
0.1 f1^2)/(10 (1 - f1)^2 + 2 (1 - f1) f1 + 0.1 f1^2), f1} , {f1, 0,
1}, Frame -> True,
FrameLabel -> {Subscript[f, 1], Subscript[F, 1]} ]