Help me confirm my answer!
Dragon ball z!!!
Question: \[\int\limits_{}^{}\sqrt{9x ^{2}-1}dx\]
whats ur answer?
Answer: \[(1/6)(\sec \theta \tan \theta+\ln(\sec \theta \tan \theta))-(1/3)(\ln(\sec \theta \tan \theta))\]
to confirm your answer you need to the find the derivative of your answer.if it matches the question, you're right
I don't have to convert back to x so taking the derivative will not suffice
Then, someone will have to check your work
take the derivative of that then convert it back to x i suppose. i honestly cant read it so i cant check it
did you change this to polar coordinates?
No
i think he did trig subs
Yea
Using a right triangle I did trig. Subs.
gotcha.
And then it turns into like a double integral where you have to do it by parts and all this other garbage.
Really not worth typing cause it will probably be too long for others to take the time to work out lol
Not easy doing with polar coordinate either, just gotta stick with trig sub
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