- #1
amsscorpio
- 3
- 0
Hello, this is the first time I post here, I'm really stumped and tried everything, even my TI-89 calculator won't give me something nice XD
Find the general solution of
dy/dt= 1/(ty+t+y+1)
No relevant equations.
The first step I did was,
(ty+t+y+1)dy = 1dt
by cross multiplying proportions.
I can't figure out anyway to separate my terms to the proper places...I then tried this:
integral( ty+t+y+1 dy ) = integral( 1dt )
and resulted in:
ty^2/2 + ty + y^/2 + y + c = t
But this leads me nowhere...Any ideas? Or should I come into conclusion that this differential equation is not valid and unable to do?
Homework Statement
Find the general solution of
dy/dt= 1/(ty+t+y+1)
Homework Equations
No relevant equations.
The Attempt at a Solution
The first step I did was,
(ty+t+y+1)dy = 1dt
by cross multiplying proportions.
I can't figure out anyway to separate my terms to the proper places...I then tried this:
integral( ty+t+y+1 dy ) = integral( 1dt )
and resulted in:
ty^2/2 + ty + y^/2 + y + c = t
But this leads me nowhere...Any ideas? Or should I come into conclusion that this differential equation is not valid and unable to do?