I want to solve the integral

$\int\_{p\_0}^{p\_1}\left(T\_0+\Gamma\_p(p\_0-p)\right)\frac{1}{p}dp$

Mathematica can do the indefinite integral immediately:

```
>>> Integrate[(T + Γ (p0 - p))*(1/p), p]
-p Γ + (T + p0 Γ) Log[p]

```

But addind bounds suddenly makes it choke, i.e. the following never returns:

```
>>> Integrate[(T + Γ (p0 - p))*(1/p), {p, p0, p1}]

```

even though I can do this just fine:

```
FullSimplify[Limit[-Γ p + (Γ P + T) Log[p], p -> p1] - Limit[-Γ p + (Γ P + T) Log[p], p -> p0]]

```

What is the issue?