Hi everyone...
Im stuck on this question (and its xmas eve i dont want to be spending hours on this what appears to be a very simple problem....aaah! )
so in my lecture notes, i have the equation,
dy/dt = y+1/t-1 given the boundary condition y=1 at t=0
separating variables gives,
integral( dy/y+1) = integral (dt/y-1)
ln(y+1) = ln(t-1) + lnc - c
OR (now this is where im lost..how did they get c - bc and how on earth did c equal -2??? you'll see...)
y+1/t-1 = c - bc tells us that c = -2
y = 2(1-t)-1
As wells immune balancing and the body Raspberry Ultra Drops and that was really the evolution of his particular uh... program the original ail dot go repair developed by the late doctor heard other without them is now available north America the treatment procedure two thousand.