((x^2)+1)^2 using substitution

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Homework Statement


((x^2)+1)^2 integrate using substitution


Homework Equations





3. The attempt at solution
ok so i let u= x^2 + 1
du/dx = 2x
du= 2xdx
where do i go from there
 
Last edited:
Sidthewall said:

Homework Statement


((x^2)+1)^2 using substitution
Do what with ((x^2)+1)^2 using substitution?
Sidthewall said:

Homework Equations





3. The attempt at solution
ok so i let u= x^2 + 1
du/dx = 2x
du= 2xdx
where do i go from there
 
integrate using substitution, my bad forgot to put that down
 
That's the reason for this:

Homework Statement



So is this it?
[tex]\int (x^2 + 1)^2 dx[/tex]

I wouldn't use substitution for this one.
 
I wouldn't either. I would expand and then solve but the question said to use substitution
 
The substitution u=x2+1 won't help. What substitution does the form x2+1 suggest? Think trig functions.