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i dont think i want this im changing the question lol

Hi lgbasallote :)
How are you?

Do you know which function is integrable or which is not? Do you know?

there i think that's better

i dont think that last one could be solveable by simple techniques

Use binomial and expand it, if you can

wont integration by parts work?

It is integrable dear.

And this is totally Integrable.

@vishweshshrimali5 may help u

Don't use by parts. Choose an easy way.

I agree with Ishaan94

what easier way? expansion?

yes. Expand.

hmmm...

yeah i guess if it's just expansion then i can do the rest from there

and seriously...
\[\int \frac{x}{2+\tan x}dx\]
that's integrable??? hahaha

yes this is integrable

By Parts, perhaps

If there would be 1 in the numerator then it can be integrated bu there is x..
Ha ha ha..

lol wow

i dont wanna attempt it o.O

My answer is for ur original question

:yeah i know haha

@lgbasallote
Very true

I think it is not integrable dear.

This function is not integrable.

for ur next question
I don't have any idea for this but this is what wolfram says

but wait for Ishaan sir
may be he would have a better way to solve

So this is not integrable. Right?

perhaps not

Not perhaps. It is ofcourse not.

yes it is not integrable

\[ \int \sin x /x dx\] is not integrable ... somehow this integration seems same type.