- #1
MikeSv
- 35
- 0
Hello everyone.
Iam trying to get my head around a solution for an integral but I can't figure out how its done.
I have given the following :
x1'(t) = 0
x2'(t) =tx1(t)
Where " ' " indicates the derivative.
Talking the time integral the result is given by:
x1(t) = x1(t0)
x2(t) = x2(t0) + 1/2(t^2-t0^2)x1(t0)
It would be great if anyone could help me out or give me a hint.
Cheers,
Mike
Iam trying to get my head around a solution for an integral but I can't figure out how its done.
I have given the following :
x1'(t) = 0
x2'(t) =tx1(t)
Where " ' " indicates the derivative.
Talking the time integral the result is given by:
x1(t) = x1(t0)
x2(t) = x2(t0) + 1/2(t^2-t0^2)x1(t0)
It would be great if anyone could help me out or give me a hint.
Cheers,
Mike