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Question Id : 12207 | Context : CUET 2025
Evaluate $ \frac{2x+1}{x^2+x+2}\, dx$

1. $log(2x+1) + c$ where c is an arbitrary constant
2. $log\!\left(\frac{2x+1} {x^2+x+2}\right) + c$ where c is an arbitrary constant
3. $log(x^2+x+2) + c$  where c is an arbitrary constant
4.  $log\!\left(\tfrac{1}{2}\right) + c$ where c is an arbitrary constant


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