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Arc length problem with a thorny integration
I had, but didn't realize it would help. I'll play around and see what I can come up with. :) Thankyou for the quick response!- aucuneidee
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- Forum: Calculus and Beyond Homework Help
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A
Arc length problem with a thorny integration
Homework Statement So, the question gives a particle traveling over a path \gamma, and I need the arc length. Homework Equations The path is \gamma(t) : [1,4] \to ℝ^3, t \mapsto (t^2/2, t, ln(2t)). We want the arc length over 1 \le t \le 4. The Attempt at a Solution First, the...- aucuneidee
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- Arc Arc length Integration Length
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- Forum: Calculus and Beyond Homework Help