Find the exact arc length of the parametric curve without eliminating the parameter.
09-11-2007, 09:50 AM
#22
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Haha. Yeah, I think the answer is Arnold Schwarzenegger. 
I got someone else to help me. You had to be a little tricky under the radical: find a common denominator then use u-substitution for the numerator, square it, etc. This is Cal II, by the way. The Cal book at San Jac Central blows hardcore. I like my Cal book from South much better.
I got someone else to help me. You had to be a little tricky under the radical: find a common denominator then use u-substitution for the numerator, square it, etc. This is Cal II, by the way. The Cal book at San Jac Central blows hardcore. I like my Cal book from South much better.
09-11-2007, 01:15 PM
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Originally Posted by Shackleford
Haha. Yeah, I think the answer is Arnold Schwarzenegger.
I got someone else to help me. You had to be a little tricky under the radical: find a common denominator then use u-substitution for the numerator, square it, etc. This is Cal II, by the way. The Cal book at San Jac Central blows hardcore. I like my Cal book from South much better.
I got someone else to help me. You had to be a little tricky under the radical: find a common denominator then use u-substitution for the numerator, square it, etc. This is Cal II, by the way. The Cal book at San Jac Central blows hardcore. I like my Cal book from South much better.
When your on campus using a computer, type "apps" in the url and you can use Mathematica and some other neat programs to help you out.... You probably already know this.....
