Question: how we make the code against that problem



given differntial equations with boundary conditions.

f'''(x)+f(x)f''(x)+1-[f'(x)]^2+A*{1-f'(x)-(x/2)*f''(x)}=0,
g''(x)+P*[f(x)*g'(x)-f'(x)*g(x)-A*{g(x)+(x/2)*g'(x)}]=0,

bc's

f(0)=k,  f'(0)=m, g(0)=1, 
f'(infinity)=1, g(infinity)=0

Dual solution exist in the given problem with shoot command i think. how we ll calculate them?

NOTE:
this problem is taken from google search article see

Unsteady stagnation point flow and heat transfer over a stretching/shrinking sheet with suction or injection
by M. Suali, N.M.A Nik long 

see its equtions (7), (8) and (9)
how we ll create the graphs of Figs. 1-8

 

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