- #1
johnhuntsman
- 76
- 0
Doing corrections on a test and I'm trying to solve this integral and I'm having quite a bit of trouble with it:
__x
Dx∫sqrt(5 + t^3) - e^t^2 dt
__0
I tried solving it by breaking it up into two integrals:
x________________x
∫sqrt(5 + t^3) dt - ∫e^t^2 dt
0________________0
Then I tried using integration by parts, but that gets me things like du / 3t2 = dt, and dv / 2t = dt. What do I do?
__x
Dx∫sqrt(5 + t^3) - e^t^2 dt
__0
I tried solving it by breaking it up into two integrals:
x________________x
∫sqrt(5 + t^3) dt - ∫e^t^2 dt
0________________0
Then I tried using integration by parts, but that gets me things like du / 3t2 = dt, and dv / 2t = dt. What do I do?