Find a function of the where are independent of and , and
Just need to make a system of equations and substitute.
lamda=L mew=M v=V
f(0)=Le^(2*0)+M*e^(0)-v*0=-1
L+M=-1
f'(x)= 2*L*e^(2x)+M*e^(x) -V
f'(ln(2))=8*L+2*M-V=30
integral(L*e^(2*x)+M*e^(x),x,0,ln(4))
solve(L/2*e^(2*X)+M*e^x),x,0,ln(4))
8L+4M-(L/2+M)=28.5
System of equations:
1*L+1*M+0*V=-1
8*L+2*M-1*V=30
15/2*L+3*M=28.5