Help!!! DSolve is coming out weirdly [closed]

The equation I am entering is 𝑥2𝑦′′ +𝑥𝑦′ +𝑦=4ln(𝑥) and it looks like

DSolve[x^2 y''[x] + xy'[x] + y[x] == Exp[4 Log (x)], y[x], x]

, it comes out as

{{y[x] -> Sqrt[x] C Cos[1/2 Sqrt Log[x]] +
Sqrt[x] C Sin[1/2 Sqrt Log[x]] +
Sqrt[x] Cos[
1/2 Sqrt Log[x]] Inactive[Integrate][-((
2 Sin[1/2 Sqrt Log[K]] (E^(4 Log K) -
Derivative[xy][K]))/(Sqrt K^(3/2))), {K, 1,
x}] + Sqrt[x]
Sin[1/2 Sqrt Log[x]] Inactive[Integrate][(
2 Cos[1/2 Sqrt Log[K]] (E^(4 Log K) -
Derivative[xy][K]))/(
Sqrt K^(3/2)), {K, 1, x}]}}

I apologize for how it looks, but I do not how what I am doing wrong. I feel like I have tried everything to fix it, but nothing works. If someone could tell me what to do it would be greatly appreciated.

• You probably need a space between x and y' in the term xy'[x] Nov 14 '21 at 19:42
• Also change parentheses after Log to [ ] : DSolve[x^2 y''[x] + x y'[x] + y[x] == Exp[4 Log [x]], y[x], x]
– Syed
Nov 14 '21 at 19:45
• Thank you! Those both seemed to help. I'll definitely try to keep those two things in mind in the futre. Nov 14 '21 at 19:50