uman Messages 348 Reaction score 1 Thread starter Jan 18, 2008 #1 How can I evaluate [itex]\int\frac{dx}{\sqrt{1-2x-x^2}}[/itex] using inverse trig functions? Thanks.
rock.freak667 Homework Helper Messages 6,221 Reaction score 31 Jan 18, 2008 #2 complete the square of the quadratic.
uman Messages 348 Reaction score 1 Jan 18, 2008 #3 Oh... thanks. Dang these are so hard... I wish I had the creativity to see the solution immediately like that...
Oh... thanks. Dang these are so hard... I wish I had the creativity to see the solution immediately like that...
rocomath Messages 1,752 Reaction score 1 Jan 18, 2008 #4 ax^2+bx+c, a=1, factor out the negative before you complete the square if you didn't remember.
uman Messages 348 Reaction score 1 Jan 18, 2008 #5 Thanks. I got the right answer after rock.freak667's hint. I just wish I were able to solve these more easily, without hints from this forum and elsewhere... does it just take lots of practice, or what?
Thanks. I got the right answer after rock.freak667's hint. I just wish I were able to solve these more easily, without hints from this forum and elsewhere... does it just take lots of practice, or what?
rocomath Messages 1,752 Reaction score 1 Jan 18, 2008 #6 Read read read! And do the practice problems :-] Go here to see a variety of diff. methods. http://www.mathlinks.ro/weblog_entry.php?p=992552#992552 http://www.mathlinks.ro/weblog_entry.php?p=992575#992575 http://www.mathlinks.ro/weblog_entry.php?p=992703#992703 Last edited by a moderator: May 3, 2017
Read read read! And do the practice problems :-] Go here to see a variety of diff. methods. http://www.mathlinks.ro/weblog_entry.php?p=992552#992552 http://www.mathlinks.ro/weblog_entry.php?p=992575#992575 http://www.mathlinks.ro/weblog_entry.php?p=992703#992703
Gib Z Homework Helper Messages 3,341 Reaction score 7 Jan 18, 2008 #7 When it comes to integrals, its experience that really counts. Do as many integrals as you can, you'll soon learn the tricks of the trade.
When it comes to integrals, its experience that really counts. Do as many integrals as you can, you'll soon learn the tricks of the trade.